{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Solution - Exploring data with Pandas\n",
    "\n",
    "<img src=\"https://miro.medium.com/max/819/1*Dss7A8Z-M4x8LD9ccgw7pQ.png\" width=\"500px\">"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Today, we will:\n",
    "\n",
    "1. Make sure that everyone remembers how to do the basics with `pandas`.\n",
    "2. Do some data analysis with existing data sets.\n",
    "3. Make some visualizations of the data.\n",
    "\n",
    "## Notebook instructions\n",
    "\n",
    "Work through the notebook making sure to write all necessary code and answer any questions.\n",
    "\n",
    "### Outline:\n",
    "\n",
    "1. [Review of `pandas`](#review)\n",
    "2. [Loading and exploring a dataset](#loading)\n",
    "3. [Visualizing your data](#visualizing)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Useful imports (make sure to execute this cell!)\n",
    "Let's get a few of our imports out of the way. If you find others you need to add, consider coming back and putting them here."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "# necessary imports for this notebook\n",
    "%matplotlib inline\n",
    "import pandas as pd\n",
    "from pandas.plotting import scatter_matrix"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "----\n",
    "<a id=\"review\"></a>\n",
    "## 1. Review of `pandas`\n",
    "\n",
    "Let's take a moment to highlight some key concepts. **Discuss with your group mates** the following prompts and write down a brief definition of each of these concepts.\n",
    "\n",
    "**If you don't feel like you have good working definitions yet, try doing a quick internet search to see if you can find a definition that makes sense to you.**\n",
    "\n",
    "&#9989; **Question 1:** What are the features of a Pandas Series?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Great resource [here](https://www.geeksforgeeks.org/python-pandas-series/)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "&#9989; **Question 2:** What are the differences between a DataFrame and a Series?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Nice comparison [here](https://www.educative.io/edpresso/series-vs-dataframe-in-pandas)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "<a id=\"loading\"></a>\n",
    "## 2. Loading and exploring a dataset\n",
    "\n",
    "The goal is typically to read some sort of preexisting data **into** a DataFrame so we can work with it. \n",
    "\n",
    "Pandas is pretty flexible about reading in data and can read in a [variety of formats](https://pandas.pydata.org/pandas-docs/stable/user_guide/io.html). However, it sometimes needs a little help. Let's start with a \"toy\" dataset, the <a href=\"https://en.wikipedia.org/wiki/Iris_flower_data_set\"> Iris Data set </a>. \n",
    "\n",
    "A toy dataset is often one that has a particularly nice set of features or is of a manageable size such that it can be used as a good dataset for learning new data analysis techiques or testing out code. This allows one to focus on the code and data science methods without getting too caught up in wrangling the data. However, **data wrangling** is an authentic part of doing any sort of meaningful data analysis as data more often messier than not. \n",
    "\n",
    "Although you will be working with a toy dataset today, you may still have to do a bit of wrangling along the way.\n",
    "\n",
    "### 2.1 Getting used to looking for useful information on the internet\n",
    "\n",
    "Another authentic part of working as a computational professional is getting comfortable with searching for help on the internet when you get stuck or run into something that is unfamiliar to you. The Python data analysis/computional modeling world can be complicated and is ever-evolving. There is also a large number of publicly available toolsets with varying levels of complexity and nuance. Through practice and experience, we become better computational folks by learning how to search for better, more efficient, and clearer ways to do things. \n",
    "\n",
    "#### The Iris data\n",
    "\n",
    "The iris data set is pretty straight forward (review the wikipedia link above if you haven't yet), especially if someone has done all of the data wrangling and cleaning for you. To make it a little more interesting we provide it in a raw form that you might encounter with other data.\n",
    "\n",
    "**&#9989; Do This:**  To get started, **you'll need to download the following two files**:\n",
    "\n",
    "`https://raw.githubusercontent.com/dannycab/MSU_REU_ML_course/main/notebooks/day-1/iris.data`\n",
    "\n",
    "`https://raw.githubusercontent.com/dannycab/MSU_REU_ML_course/main/notebooks/day-1/iris.names`\n",
    "\n",
    "Once you've done so, you should have access to the following : `iris.data` and `iris.names`. Open them both and discuss what you see. This is a good opportunity to use you favorite text editor or use something new. Feel free to ask your group members or instructors what they prefer to use."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "&#9989; **Question 3**: Describe the data and the information in the names file. What characteristics are provided there? Perhaps the iris dataset link above will help."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Erase the contents of this cell and replace it with your answer to the above question!  (double-click on this text to edit this cell, and hit shift+enter to save the text). **Practice using appropriate Markdown formating to make your answer's easy to read.**"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  2.2 Reading in a file\n",
    "\n",
    "Pandas supports a number of file formats, but one of the most common is the one provided by the `read_csv` function. Typically, the phrase **csv** stands for \"comma separated values\", a text file format that excel and other spread sheets use. In a typical csv file, each line represents a line in a spreadsheet and each cell value is separated from the next by a comma.\n",
    "\n",
    "However, you can use other separators as well. Look at the [documentation for `read_csv`](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.read_csv.html)."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**&#9989; Do This:** Read the ```iris.data``` file into your notebook **with the appropriate column headers**. Display the DataFrame to make sure it looks reasonable."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length</th>\n",
       "      <th>sepal width</th>\n",
       "      <th>petal length</th>\n",
       "      <th>petal width</th>\n",
       "      <th>species</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.7</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   sepal length  sepal width  petal length  petal width      species\n",
       "0           5.1          3.5           1.4          0.2  Iris-setosa\n",
       "1           4.9          3.0           1.4          0.2  Iris-setosa\n",
       "2           4.7          3.2           1.3          0.2  Iris-setosa\n",
       "3           4.6          3.1           1.5          0.2  Iris-setosa\n",
       "4           5.0          3.6           1.4          0.2  Iris-setosa"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# replace this cell with code to read in the iris.data file with column headers. Use appropriate headers!\n",
    "\n",
    "## Note we name the columns in this case because the data file didn't include column names\n",
    "\n",
    "iris_df = pd.read_csv('https://raw.githubusercontent.com/dannycab/MSU_REU_ML_course/main/notebooks/day-1/iris.data',\n",
    "                     names = ['sepal length', 'sepal width', 'petal length', 'petal width', 'species'],\n",
    "                     sep = ' ')\n",
    "\n",
    "iris_df.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2.3 Describing your data\n",
    "\n",
    "The `.describe()` methods tells you about the data. If the data is too big to see (height and width) you can use the two options below to show more of the data. You can change the values to suit your needs. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "# expand what is shown (rows and cols) by pandas, any time you change default options -- be thoughtful about your choices!\n",
    "pd.set_option('display.max_rows', 500)\n",
    "pd.set_option('display.max_columns', 500)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**&#9989; Do This:** Run the `.describe()` method on the data you read in. If you think about how you might classify the species contained in the dataset based on the four available features, can you discern anything helpful? Put your answer in the cell below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "\n",
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       "        text-align: right;\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length</th>\n",
       "      <th>sepal width</th>\n",
       "      <th>petal length</th>\n",
       "      <th>petal width</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>count</th>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "      <td>150.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>mean</th>\n",
       "      <td>5.843333</td>\n",
       "      <td>3.054000</td>\n",
       "      <td>3.758667</td>\n",
       "      <td>1.198667</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>std</th>\n",
       "      <td>0.828066</td>\n",
       "      <td>0.433594</td>\n",
       "      <td>1.764420</td>\n",
       "      <td>0.763161</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>min</th>\n",
       "      <td>4.300000</td>\n",
       "      <td>2.000000</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>0.100000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25%</th>\n",
       "      <td>5.100000</td>\n",
       "      <td>2.800000</td>\n",
       "      <td>1.600000</td>\n",
       "      <td>0.300000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>50%</th>\n",
       "      <td>5.800000</td>\n",
       "      <td>3.000000</td>\n",
       "      <td>4.350000</td>\n",
       "      <td>1.300000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75%</th>\n",
       "      <td>6.400000</td>\n",
       "      <td>3.300000</td>\n",
       "      <td>5.100000</td>\n",
       "      <td>1.800000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>max</th>\n",
       "      <td>7.900000</td>\n",
       "      <td>4.400000</td>\n",
       "      <td>6.900000</td>\n",
       "      <td>2.500000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "       sepal length  sepal width  petal length  petal width\n",
       "count    150.000000   150.000000    150.000000   150.000000\n",
       "mean       5.843333     3.054000      3.758667     1.198667\n",
       "std        0.828066     0.433594      1.764420     0.763161\n",
       "min        4.300000     2.000000      1.000000     0.100000\n",
       "25%        5.100000     2.800000      1.600000     0.300000\n",
       "50%        5.800000     3.000000      4.350000     1.300000\n",
       "75%        6.400000     3.300000      5.100000     1.800000\n",
       "max        7.900000     4.400000      6.900000     2.500000"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Put your code here\n",
    "iris_df.describe()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Erase the contents of this cell and replace it with your answer. Did you find any useful features? What makes those features useful in classfying the species of the irises?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2.4 Grouping your data\n",
    "You can perform operations to group elements using the `.groupby()` method. The result of the use of `.groupby` is a `GroupBy` object. If you were to print it you see only the class instance name as nothing is computed until an operation is performed on the groups, much like other iterators. However, you can use `.describe()` on the result of a `.groupby()` call. If you haven't used this before, you may need to consult the [documentation for `.groupby()`](https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.DataFrame.groupby.html) "
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**&#9989; Do This:** Make a GroupBy object using the iris DataFrame and group by the class/species of the data. Then run `.describe()` on the group result. Now take a look at the data from the group. Thinking again about classification, do you see any data features you could use to classify the data when you look at it this way?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "      <th></th>\n",
       "      <th colspan=\"8\" halign=\"left\">sepal length</th>\n",
       "      <th colspan=\"8\" halign=\"left\">sepal width</th>\n",
       "      <th colspan=\"8\" halign=\"left\">petal length</th>\n",
       "      <th colspan=\"8\" halign=\"left\">petal width</th>\n",
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       "    <tr>\n",
       "      <th>species</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Iris-setosa</th>\n",
       "      <td>50.0</td>\n",
       "      <td>5.006</td>\n",
       "      <td>0.352490</td>\n",
       "      <td>4.3</td>\n",
       "      <td>4.800</td>\n",
       "      <td>5.0</td>\n",
       "      <td>5.2</td>\n",
       "      <td>5.8</td>\n",
       "      <td>50.0</td>\n",
       "      <td>3.418</td>\n",
       "      <td>0.381024</td>\n",
       "      <td>2.3</td>\n",
       "      <td>3.125</td>\n",
       "      <td>3.4</td>\n",
       "      <td>3.675</td>\n",
       "      <td>4.4</td>\n",
       "      <td>50.0</td>\n",
       "      <td>1.464</td>\n",
       "      <td>0.173511</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>1.50</td>\n",
       "      <td>1.575</td>\n",
       "      <td>1.9</td>\n",
       "      <td>50.0</td>\n",
       "      <td>0.244</td>\n",
       "      <td>0.107210</td>\n",
       "      <td>0.1</td>\n",
       "      <td>0.2</td>\n",
       "      <td>0.2</td>\n",
       "      <td>0.3</td>\n",
       "      <td>0.6</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Iris-versicolor</th>\n",
       "      <td>50.0</td>\n",
       "      <td>5.936</td>\n",
       "      <td>0.516171</td>\n",
       "      <td>4.9</td>\n",
       "      <td>5.600</td>\n",
       "      <td>5.9</td>\n",
       "      <td>6.3</td>\n",
       "      <td>7.0</td>\n",
       "      <td>50.0</td>\n",
       "      <td>2.770</td>\n",
       "      <td>0.313798</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2.525</td>\n",
       "      <td>2.8</td>\n",
       "      <td>3.000</td>\n",
       "      <td>3.4</td>\n",
       "      <td>50.0</td>\n",
       "      <td>4.260</td>\n",
       "      <td>0.469911</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.0</td>\n",
       "      <td>4.35</td>\n",
       "      <td>4.600</td>\n",
       "      <td>5.1</td>\n",
       "      <td>50.0</td>\n",
       "      <td>1.326</td>\n",
       "      <td>0.197753</td>\n",
       "      <td>1.0</td>\n",
       "      <td>1.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>1.5</td>\n",
       "      <td>1.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Iris-virginica</th>\n",
       "      <td>50.0</td>\n",
       "      <td>6.588</td>\n",
       "      <td>0.635880</td>\n",
       "      <td>4.9</td>\n",
       "      <td>6.225</td>\n",
       "      <td>6.5</td>\n",
       "      <td>6.9</td>\n",
       "      <td>7.9</td>\n",
       "      <td>50.0</td>\n",
       "      <td>2.974</td>\n",
       "      <td>0.322497</td>\n",
       "      <td>2.2</td>\n",
       "      <td>2.800</td>\n",
       "      <td>3.0</td>\n",
       "      <td>3.175</td>\n",
       "      <td>3.8</td>\n",
       "      <td>50.0</td>\n",
       "      <td>5.552</td>\n",
       "      <td>0.551895</td>\n",
       "      <td>4.5</td>\n",
       "      <td>5.1</td>\n",
       "      <td>5.55</td>\n",
       "      <td>5.875</td>\n",
       "      <td>6.9</td>\n",
       "      <td>50.0</td>\n",
       "      <td>2.026</td>\n",
       "      <td>0.274650</td>\n",
       "      <td>1.4</td>\n",
       "      <td>1.8</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2.3</td>\n",
       "      <td>2.5</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                sepal length                                              \\\n",
       "                       count   mean       std  min    25%  50%  75%  max   \n",
       "species                                                                    \n",
       "Iris-setosa             50.0  5.006  0.352490  4.3  4.800  5.0  5.2  5.8   \n",
       "Iris-versicolor         50.0  5.936  0.516171  4.9  5.600  5.9  6.3  7.0   \n",
       "Iris-virginica          50.0  6.588  0.635880  4.9  6.225  6.5  6.9  7.9   \n",
       "\n",
       "                sepal width                                                \\\n",
       "                      count   mean       std  min    25%  50%    75%  max   \n",
       "species                                                                     \n",
       "Iris-setosa            50.0  3.418  0.381024  2.3  3.125  3.4  3.675  4.4   \n",
       "Iris-versicolor        50.0  2.770  0.313798  2.0  2.525  2.8  3.000  3.4   \n",
       "Iris-virginica         50.0  2.974  0.322497  2.2  2.800  3.0  3.175  3.8   \n",
       "\n",
       "                petal length                                               \\\n",
       "                       count   mean       std  min  25%   50%    75%  max   \n",
       "species                                                                     \n",
       "Iris-setosa             50.0  1.464  0.173511  1.0  1.4  1.50  1.575  1.9   \n",
       "Iris-versicolor         50.0  4.260  0.469911  3.0  4.0  4.35  4.600  5.1   \n",
       "Iris-virginica          50.0  5.552  0.551895  4.5  5.1  5.55  5.875  6.9   \n",
       "\n",
       "                petal width                                            \n",
       "                      count   mean       std  min  25%  50%  75%  max  \n",
       "species                                                                \n",
       "Iris-setosa            50.0  0.244  0.107210  0.1  0.2  0.2  0.3  0.6  \n",
       "Iris-versicolor        50.0  1.326  0.197753  1.0  1.2  1.3  1.5  1.8  \n",
       "Iris-virginica         50.0  2.026  0.274650  1.4  1.8  2.0  2.3  2.5  "
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Put your code here\n",
    "\n",
    "iris_df.groupby('species').describe()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do this - Erase this and put your answer here. Did you find any useful features? What makes those features useful in classfying the species of the irises? How did using `.groupby()` help (or not) in finding useful features?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "-----\n",
    "<a id=\"visualizing\"></a>\n",
    "## 3. Visualizing your data\n",
    "\n",
    "We are often limited in understanding our data because it is complex, has many features, or is quite large. In these situations, visualizations (plots, charts, and graphs) can help represent our data in ways that help us gain greater insight into the trends, features, and classes we want to understand."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.1 Making a scatter matrix\n",
    "\n",
    "Rather than just looking at the raw values or exploring basic statistical values for our data, it would be better if we were to visualize the differences. Since the number of features is small, we can use a plotting feature of Pandas called `scatter_matrix()`. Did you notice that we imported `scatter_matrix` at the start of this notebook?\n",
    "\n",
    "**&#9989; Do This:** Try calling the `scatter_matrix` function on your dataframe. Use a `marker` that you prefer. Look up the documentation for `scatter_matrix` on the Pandas website for more information! You may need to make the figure bigger to get a good look at it.\n",
    "\n",
    "**Note**: There is a similar sort of plot that can be made with the [seaborn](https://seaborn.pydata.org/index.html) package, which you may have seen before. If so, do you remember what it is?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1119: FutureWarning: use_inf_as_na option is deprecated and will be removed in a future version. Convert inf values to NaN before operating instead.\n",
      "  with pd.option_context('mode.use_inf_as_na', True):\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n",
      "/Users/caballero/anaconda3/envs/ml-short-course/lib/python3.12/site-packages/seaborn/_oldcore.py:1075: FutureWarning: When grouping with a length-1 list-like, you will need to pass a length-1 tuple to get_group in a future version of pandas. Pass `(name,)` instead of `name` to silence this warning.\n",
      "  data_subset = grouped_data.get_group(pd_key)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<seaborn.axisgrid.PairGrid at 0x14b216360>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 16 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1146.12x1000 with 20 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# your code here\n",
    "\n",
    "# Pandas\n",
    "\n",
    "pd.plotting.scatter_matrix(iris_df,\n",
    "                          figsize = (8,8),\n",
    "                          alpha = 0.5);\n",
    "\n",
    "## Seaborn (NOTE THIS SOLVES THE NEXT PROBLEM AUTOMATICALLY)\n",
    "\n",
    "import seaborn as sns\n",
    "sns.set_theme(style=\"ticks\")\n",
    "sns.pairplot(iris_df, hue=\"species\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "&#9989; **Question 4**: Does this visualization help you to determine the features that might be useful for classification? Why or why not?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Erase the contents of this cell and replace it with your answer to the above question!  (double-click on this text to edit this cell, and hit shift+enter to save the text). **Practice using appropriate Markdown formating to make your answers easy to read.**"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.2 Color coding your data\n",
    "\n",
    "The default scatter matrix probably isn't as helpful as we might hope as it's impossible to tell which points on the plot represent our classes/sepcies.\n",
    "\n",
    "We could really use a separate color indication for each dot so we can tell the species apart. Essentially, we need to create an array such that, for each observation in the DataFrame, we can assign a color value to associate it with the appropriate species. It could be just an integer, or it could be one of the standard colors such as \"red\".\n",
    "\n",
    "**&#9989; Do This:** Create a new list, array, or Pandas Series object that maps each species to a particular color. Then recreate the scatter matrix using the `c` argument to give the points in the plot different colors."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 800x800 with 16 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# your code here\n",
    "\n",
    "color = []\n",
    "color_dict = {'Iris-setosa':'r',\n",
    "              'Iris-versicolor':'g',\n",
    "              'Iris-virginica':'b'}\n",
    "\n",
    "for x in iris_df['species']:\n",
    "    \n",
    "    if x in color_dict:\n",
    "        color.append(color_dict[x])\n",
    "    \n",
    "    else:\n",
    "        raise ValueError('No species found in data')\n",
    "        break;\n",
    "    \n",
    "pd.plotting.scatter_matrix(iris_df,\n",
    "                          figsize = (8,8),\n",
    "                          alpha = 0.5,\n",
    "                          c = color);"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Hope you got something that's a little more useful! OK, how do we read this now?\n",
    "* The diagonal shows the distribution of the four  numeric variables of our example data.\n",
    "* In the other cells of the plot matrix, we have the scatterplots (i.e. correlation plot) of each variable combination of our dataframe. "
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "&#9989; **Question 5**: Are you better able to discern features that might be useful in classfying irises? What can you say about the features of each iris species? Can you separate one species easily? If so, using which feature(s)?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Erase the contents of this cell and replace it with your answer to the above question!  (double-click on this text to edit this cell, and hit shift+enter to save the text). **Practice using appropriate Markdown formating to make your answers easy to read.**"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.3 Separating species of irises"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Now we will use the feature(s) you found above to try to separate iris species. In future parts of the course, we may explore how to do this using models, but for now, you will try to do this by slicing the DataFrame."
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**&#9989; Do This:** One of these species is obviously easier to separate than the others. Can you use a Boolean mask on the dataframe and isolate that one species using the features and *not the species label*? Try to do so below and confirm that you were successful."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length</th>\n",
       "      <th>sepal width</th>\n",
       "      <th>petal length</th>\n",
       "      <th>petal width</th>\n",
       "      <th>species</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>4.7</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>5.4</td>\n",
       "      <td>3.9</td>\n",
       "      <td>1.7</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>4.4</td>\n",
       "      <td>2.9</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>5.4</td>\n",
       "      <td>3.7</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>4.8</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>4.8</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>13</th>\n",
       "      <td>4.3</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.1</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>14</th>\n",
       "      <td>5.8</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.2</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>15</th>\n",
       "      <td>5.7</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>16</th>\n",
       "      <td>5.4</td>\n",
       "      <td>3.9</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>17</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>18</th>\n",
       "      <td>5.7</td>\n",
       "      <td>3.8</td>\n",
       "      <td>1.7</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>19</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.8</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>20</th>\n",
       "      <td>5.4</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.7</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>21</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.7</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>22</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1.0</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>23</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.7</td>\n",
       "      <td>0.5</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>24</th>\n",
       "      <td>4.8</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.9</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>27</th>\n",
       "      <td>5.2</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>5.2</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>29</th>\n",
       "      <td>4.7</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>30</th>\n",
       "      <td>4.8</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>31</th>\n",
       "      <td>5.4</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>32</th>\n",
       "      <td>5.2</td>\n",
       "      <td>4.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>33</th>\n",
       "      <td>5.5</td>\n",
       "      <td>4.2</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>34</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>35</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.2</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>36</th>\n",
       "      <td>5.5</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37</th>\n",
       "      <td>4.9</td>\n",
       "      <td>3.1</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.1</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>38</th>\n",
       "      <td>4.4</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>39</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.4</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>40</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>41</th>\n",
       "      <td>4.5</td>\n",
       "      <td>2.3</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>42</th>\n",
       "      <td>4.4</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>43</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.6</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>44</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.8</td>\n",
       "      <td>1.9</td>\n",
       "      <td>0.4</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>45</th>\n",
       "      <td>4.8</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.3</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>46</th>\n",
       "      <td>5.1</td>\n",
       "      <td>3.8</td>\n",
       "      <td>1.6</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>4.6</td>\n",
       "      <td>3.2</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>48</th>\n",
       "      <td>5.3</td>\n",
       "      <td>3.7</td>\n",
       "      <td>1.5</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>49</th>\n",
       "      <td>5.0</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.4</td>\n",
       "      <td>0.2</td>\n",
       "      <td>Iris-setosa</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    sepal length  sepal width  petal length  petal width      species\n",
       "0            5.1          3.5           1.4          0.2  Iris-setosa\n",
       "1            4.9          3.0           1.4          0.2  Iris-setosa\n",
       "2            4.7          3.2           1.3          0.2  Iris-setosa\n",
       "3            4.6          3.1           1.5          0.2  Iris-setosa\n",
       "4            5.0          3.6           1.4          0.2  Iris-setosa\n",
       "5            5.4          3.9           1.7          0.4  Iris-setosa\n",
       "6            4.6          3.4           1.4          0.3  Iris-setosa\n",
       "7            5.0          3.4           1.5          0.2  Iris-setosa\n",
       "8            4.4          2.9           1.4          0.2  Iris-setosa\n",
       "9            4.9          3.1           1.5          0.1  Iris-setosa\n",
       "10           5.4          3.7           1.5          0.2  Iris-setosa\n",
       "11           4.8          3.4           1.6          0.2  Iris-setosa\n",
       "12           4.8          3.0           1.4          0.1  Iris-setosa\n",
       "13           4.3          3.0           1.1          0.1  Iris-setosa\n",
       "14           5.8          4.0           1.2          0.2  Iris-setosa\n",
       "15           5.7          4.4           1.5          0.4  Iris-setosa\n",
       "16           5.4          3.9           1.3          0.4  Iris-setosa\n",
       "17           5.1          3.5           1.4          0.3  Iris-setosa\n",
       "18           5.7          3.8           1.7          0.3  Iris-setosa\n",
       "19           5.1          3.8           1.5          0.3  Iris-setosa\n",
       "20           5.4          3.4           1.7          0.2  Iris-setosa\n",
       "21           5.1          3.7           1.5          0.4  Iris-setosa\n",
       "22           4.6          3.6           1.0          0.2  Iris-setosa\n",
       "23           5.1          3.3           1.7          0.5  Iris-setosa\n",
       "24           4.8          3.4           1.9          0.2  Iris-setosa\n",
       "25           5.0          3.0           1.6          0.2  Iris-setosa\n",
       "26           5.0          3.4           1.6          0.4  Iris-setosa\n",
       "27           5.2          3.5           1.5          0.2  Iris-setosa\n",
       "28           5.2          3.4           1.4          0.2  Iris-setosa\n",
       "29           4.7          3.2           1.6          0.2  Iris-setosa\n",
       "30           4.8          3.1           1.6          0.2  Iris-setosa\n",
       "31           5.4          3.4           1.5          0.4  Iris-setosa\n",
       "32           5.2          4.1           1.5          0.1  Iris-setosa\n",
       "33           5.5          4.2           1.4          0.2  Iris-setosa\n",
       "34           4.9          3.1           1.5          0.1  Iris-setosa\n",
       "35           5.0          3.2           1.2          0.2  Iris-setosa\n",
       "36           5.5          3.5           1.3          0.2  Iris-setosa\n",
       "37           4.9          3.1           1.5          0.1  Iris-setosa\n",
       "38           4.4          3.0           1.3          0.2  Iris-setosa\n",
       "39           5.1          3.4           1.5          0.2  Iris-setosa\n",
       "40           5.0          3.5           1.3          0.3  Iris-setosa\n",
       "41           4.5          2.3           1.3          0.3  Iris-setosa\n",
       "42           4.4          3.2           1.3          0.2  Iris-setosa\n",
       "43           5.0          3.5           1.6          0.6  Iris-setosa\n",
       "44           5.1          3.8           1.9          0.4  Iris-setosa\n",
       "45           4.8          3.0           1.4          0.3  Iris-setosa\n",
       "46           5.1          3.8           1.6          0.2  Iris-setosa\n",
       "47           4.6          3.2           1.4          0.2  Iris-setosa\n",
       "48           5.3          3.7           1.5          0.2  Iris-setosa\n",
       "49           5.0          3.3           1.4          0.2  Iris-setosa"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Put your code here\n",
    "\n",
    "## From the graph it looks like we can get Iris-Setosa separated.\n",
    "\n",
    "iris_df[iris_df['petal length'] < 2] #(only setosa)\n",
    "\n",
    "#iris_df[iris_df['petal length'] > 2] #(versicolor and virginica)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**&#9989; Do This:** Can you write a sequence of Boolean masks that separate the other two as well? Are these as effective as the first? Can you think of anything you might do to improve the separation?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>sepal length</th>\n",
       "      <th>sepal width</th>\n",
       "      <th>petal length</th>\n",
       "      <th>petal width</th>\n",
       "      <th>species</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>50</th>\n",
       "      <td>7.0</td>\n",
       "      <td>3.2</td>\n",
       "      <td>4.7</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>53</th>\n",
       "      <td>5.5</td>\n",
       "      <td>2.3</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>55</th>\n",
       "      <td>5.7</td>\n",
       "      <td>2.8</td>\n",
       "      <td>4.5</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>57</th>\n",
       "      <td>4.9</td>\n",
       "      <td>2.4</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>58</th>\n",
       "      <td>6.6</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.6</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>59</th>\n",
       "      <td>5.2</td>\n",
       "      <td>2.7</td>\n",
       "      <td>3.9</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>60</th>\n",
       "      <td>5.0</td>\n",
       "      <td>2.0</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>62</th>\n",
       "      <td>6.0</td>\n",
       "      <td>2.2</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>63</th>\n",
       "      <td>6.1</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.7</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>64</th>\n",
       "      <td>5.6</td>\n",
       "      <td>2.9</td>\n",
       "      <td>3.6</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>65</th>\n",
       "      <td>6.7</td>\n",
       "      <td>3.1</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>67</th>\n",
       "      <td>5.8</td>\n",
       "      <td>2.7</td>\n",
       "      <td>4.1</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>69</th>\n",
       "      <td>5.6</td>\n",
       "      <td>2.5</td>\n",
       "      <td>3.9</td>\n",
       "      <td>1.1</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>71</th>\n",
       "      <td>6.1</td>\n",
       "      <td>2.8</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>73</th>\n",
       "      <td>6.1</td>\n",
       "      <td>2.8</td>\n",
       "      <td>4.7</td>\n",
       "      <td>1.2</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>74</th>\n",
       "      <td>6.4</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.3</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>75</th>\n",
       "      <td>6.6</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>76</th>\n",
       "      <td>6.8</td>\n",
       "      <td>2.8</td>\n",
       "      <td>4.8</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>79</th>\n",
       "      <td>5.7</td>\n",
       "      <td>2.6</td>\n",
       "      <td>3.5</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80</th>\n",
       "      <td>5.5</td>\n",
       "      <td>2.4</td>\n",
       "      <td>3.8</td>\n",
       "      <td>1.1</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>81</th>\n",
       "      <td>5.5</td>\n",
       "      <td>2.4</td>\n",
       "      <td>3.7</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>82</th>\n",
       "      <td>5.8</td>\n",
       "      <td>2.7</td>\n",
       "      <td>3.9</td>\n",
       "      <td>1.2</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>87</th>\n",
       "      <td>6.3</td>\n",
       "      <td>2.3</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>88</th>\n",
       "      <td>5.6</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.1</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>89</th>\n",
       "      <td>5.5</td>\n",
       "      <td>2.5</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>90</th>\n",
       "      <td>5.5</td>\n",
       "      <td>2.6</td>\n",
       "      <td>4.4</td>\n",
       "      <td>1.2</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>91</th>\n",
       "      <td>6.1</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.6</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>92</th>\n",
       "      <td>5.8</td>\n",
       "      <td>2.6</td>\n",
       "      <td>4.0</td>\n",
       "      <td>1.2</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>93</th>\n",
       "      <td>5.0</td>\n",
       "      <td>2.3</td>\n",
       "      <td>3.3</td>\n",
       "      <td>1.0</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>5.6</td>\n",
       "      <td>2.7</td>\n",
       "      <td>4.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>5.7</td>\n",
       "      <td>3.0</td>\n",
       "      <td>4.2</td>\n",
       "      <td>1.2</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>96</th>\n",
       "      <td>5.7</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.2</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>97</th>\n",
       "      <td>6.2</td>\n",
       "      <td>2.9</td>\n",
       "      <td>4.3</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>98</th>\n",
       "      <td>5.1</td>\n",
       "      <td>2.5</td>\n",
       "      <td>3.0</td>\n",
       "      <td>1.1</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>99</th>\n",
       "      <td>5.7</td>\n",
       "      <td>2.8</td>\n",
       "      <td>4.1</td>\n",
       "      <td>1.3</td>\n",
       "      <td>Iris-versicolor</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>134</th>\n",
       "      <td>6.1</td>\n",
       "      <td>2.6</td>\n",
       "      <td>5.6</td>\n",
       "      <td>1.4</td>\n",
       "      <td>Iris-virginica</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     sepal length  sepal width  petal length  petal width          species\n",
       "50            7.0          3.2           4.7          1.4  Iris-versicolor\n",
       "53            5.5          2.3           4.0          1.3  Iris-versicolor\n",
       "55            5.7          2.8           4.5          1.3  Iris-versicolor\n",
       "57            4.9          2.4           3.3          1.0  Iris-versicolor\n",
       "58            6.6          2.9           4.6          1.3  Iris-versicolor\n",
       "59            5.2          2.7           3.9          1.4  Iris-versicolor\n",
       "60            5.0          2.0           3.5          1.0  Iris-versicolor\n",
       "62            6.0          2.2           4.0          1.0  Iris-versicolor\n",
       "63            6.1          2.9           4.7          1.4  Iris-versicolor\n",
       "64            5.6          2.9           3.6          1.3  Iris-versicolor\n",
       "65            6.7          3.1           4.4          1.4  Iris-versicolor\n",
       "67            5.8          2.7           4.1          1.0  Iris-versicolor\n",
       "69            5.6          2.5           3.9          1.1  Iris-versicolor\n",
       "71            6.1          2.8           4.0          1.3  Iris-versicolor\n",
       "73            6.1          2.8           4.7          1.2  Iris-versicolor\n",
       "74            6.4          2.9           4.3          1.3  Iris-versicolor\n",
       "75            6.6          3.0           4.4          1.4  Iris-versicolor\n",
       "76            6.8          2.8           4.8          1.4  Iris-versicolor\n",
       "79            5.7          2.6           3.5          1.0  Iris-versicolor\n",
       "80            5.5          2.4           3.8          1.1  Iris-versicolor\n",
       "81            5.5          2.4           3.7          1.0  Iris-versicolor\n",
       "82            5.8          2.7           3.9          1.2  Iris-versicolor\n",
       "87            6.3          2.3           4.4          1.3  Iris-versicolor\n",
       "88            5.6          3.0           4.1          1.3  Iris-versicolor\n",
       "89            5.5          2.5           4.0          1.3  Iris-versicolor\n",
       "90            5.5          2.6           4.4          1.2  Iris-versicolor\n",
       "91            6.1          3.0           4.6          1.4  Iris-versicolor\n",
       "92            5.8          2.6           4.0          1.2  Iris-versicolor\n",
       "93            5.0          2.3           3.3          1.0  Iris-versicolor\n",
       "94            5.6          2.7           4.2          1.3  Iris-versicolor\n",
       "95            5.7          3.0           4.2          1.2  Iris-versicolor\n",
       "96            5.7          2.9           4.2          1.3  Iris-versicolor\n",
       "97            6.2          2.9           4.3          1.3  Iris-versicolor\n",
       "98            5.1          2.5           3.0          1.1  Iris-versicolor\n",
       "99            5.7          2.8           4.1          1.3  Iris-versicolor\n",
       "134           6.1          2.6           5.6          1.4   Iris-virginica"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# your code here\n",
    "\n",
    "## Looking back maybe petal width can help here \n",
    "\n",
    "iris_df[(iris_df['petal length'] > 2) & (iris_df['petal width'] < 1.5)] ## We can get pretty close (all versicolor, but one)\n",
    "\n",
    "#iris_df[(iris_df['petal length'] > 2) & (iris_df['petal width'] > 1.5)] ## Again, we can get pretty close (all virginica, but five)\n",
    "\n",
    "## Machine Learning Classifiers can combine features and might work better for us"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Erase the contents of this cell and replace it with your answer. How effective your Boolean mask separation of the 3 species? Any ideas for improvements?"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "## 4. Physics Data Sets\n",
    "\n",
    "We used the famous Iris data set to do this activity. That is because it is well known and clearly documented. Most data sets you will work with will not have the same level of documentation. Let's try to find some physics data sets that you can read in and plot.\n",
    "\n",
    "Places to look for data: \n",
    "\n",
    "* [Kaggle](https://www.kaggle.com): Kaggle is a well-known platform for data science and machine learning. It offers a vast collection of datasets contributed by the community. You can search for datasets based on various categories, such as image data, text data, time series data, etc.\n",
    "* [UCI Machine Learning Repository](https://archive.ics.uci.edu/ml/index.php): The UCI Machine Learning Repository is a popular resource for machine learning datasets. It provides a diverse collection of datasets from various domains, including classification, regression, clustering, and more.\n",
    "* [Google Dataset Search](https://datasetsearch.research.google.com): Google Dataset Search allows you to search for datasets across different domains. It aggregates datasets from various sources, including academic institutions, data repositories, and other websites.\n",
    "* [Data.gov](https://www.data.gov): Data.gov is the U.S. government's open data portal. It provides access to a wide range of datasets covering various topics, such as health, climate, transportation, and more. It's a valuable resource for finding government-related datasets.\n",
    "* [Microsoft Research Open Data](https://msropendata.com): Microsoft Research Open Data is a platform that provides access to diverse datasets collected or curated by Microsoft researchers. It includes datasets from domains like computer vision, natural language processing, and healthcare.\n",
    "* [AWS Open Data Registry](https://registry.opendata.aws): AWS Open Data Registry is a collection of publicly available datasets provided by Amazon Web Services (AWS). It hosts a variety of datasets, including satellite imagery, genomics data, and more.\n",
    "* [OpenML](https://www.openml.org): OpenML is an online platform that hosts a vast collection of datasets for machine learning research. It also provides tools and resources for collaborative machine learning experimentation."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 4.1 Reading data from the internet\n",
    "\n",
    "You can pull data directly from the internet using the pandas different read functions. For example `read_html` can pull data from tables. For example, we can pull the [table of all the physical constants from Wikipedia](https://en.wikipedia.org/wiki/List_of_physical_constants) using just a couple lines of Python code."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Symbol</th>\n",
       "      <th>Quantity</th>\n",
       "      <th>Value[a][b]</th>\n",
       "      <th>Relative standard uncertainty</th>\n",
       "      <th>Ref[1]</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>NaN</td>\n",
       "      <td>speed of light in vacuum</td>\n",
       "      <td>299792458 m⋅s−1</td>\n",
       "      <td>0</td>\n",
       "      <td>[2]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>NaN</td>\n",
       "      <td>Planck constant</td>\n",
       "      <td>6.62607015×10−34 J⋅Hz−1</td>\n",
       "      <td>0</td>\n",
       "      <td>[3]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>NaN</td>\n",
       "      <td>reduced Planck constant</td>\n",
       "      <td>1.054571817...×10−34 J⋅s</td>\n",
       "      <td>0</td>\n",
       "      <td>[4]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>NaN</td>\n",
       "      <td>vacuum magnetic permeability</td>\n",
       "      <td>1.25663706127(20)×10−6 N⋅A−2</td>\n",
       "      <td>1.6×10−10</td>\n",
       "      <td>[5]</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>NaN</td>\n",
       "      <td>characteristic impedance of vacuum</td>\n",
       "      <td>376.730313412(59) Ω</td>\n",
       "      <td>1.6×10−10</td>\n",
       "      <td>[6]</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "  Symbol                            Quantity                   Value[a][b]  \\\n",
       "0    NaN            speed of light in vacuum               299792458 m⋅s−1   \n",
       "1    NaN                     Planck constant       6.62607015×10−34 J⋅Hz−1   \n",
       "2    NaN             reduced Planck constant      1.054571817...×10−34 J⋅s   \n",
       "3    NaN        vacuum magnetic permeability  1.25663706127(20)×10−6 N⋅A−2   \n",
       "4    NaN  characteristic impedance of vacuum           376.730313412(59) Ω   \n",
       "\n",
       "  Relative standard uncertainty Ref[1]  \n",
       "0                             0    [2]  \n",
       "1                             0    [3]  \n",
       "2                             0    [4]  \n",
       "3                     1.6×10−10    [5]  \n",
       "4                     1.6×10−10    [6]  "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "url = 'https://en.wikipedia.org/wiki/List_of_physical_constants'\n",
    "tables = pd.read_html(url)\n",
    "df = tables[0]\n",
    "\n",
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=+3>&#9998;</font> Do This - Find a physics data set of interest and read it in with pandas (from the web). Make plots of the data contained in the file."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "## your code here"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "### &#128721; You made it to the end!\n",
    "Is there anything that we covered today that you're still not feeling certain about? Talk to your group or check in with an instructor.\n",
    "\n",
    "---"
   ]
  }
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