{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###ANSWER\n",
    "(for making sure this gets removed)\n",
    "\n",
    "### INSTRUCTOR CONTENT -- REMOVE THIS IN STUDENT VERSION\n",
    "#### The goals for this class are:\n",
    "\n",
    "* working on reading in files even if they aren't perfect and then playing with them.\n",
    "\n",
    "### Emphasize in groups:\n",
    "* Collaboration is key to solving these problems; encourage joint note-taking and screen sharing. If you join a group and there's no screen being shared - ask!\n",
    "* Ask them questions about how they are deciding to look at the data; things they wish they could see; things the visualization is helping them see\n",
    "* When talking about useful features, get them to unpack what makes them useful (for determining differences in species, for example); mention that we will build automatic classifiers, ask them how visualizing data helps them (rather than just running the model)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### <p style=\"text-align: right;\"> &#9989; Put your name here</p>\n",
    "#### <p style=\"text-align: right;\"> &#9989; Put your group member names here</p>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Day 3 In-Class Assignment: Datasest\n",
    "\n",
    "<img src=\"https://miro.medium.com/max/819/1*Dss7A8Z-M4x8LD9ccgw7pQ.png\" width=\"400px\">"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Goals for today's In-class assignment \n",
    "\n",
    "1. Make sure that everyone remembers how to do the basics with Pandas.\n",
    "2. Do a little data analysis with some existing data sets.\n",
    "3. Make some simple visualizations of the data.\n",
    "\n",
    "### Assignment instructions\n",
    "\n",
    "Work through the notebook making sure to write all necessary code and answer any questions.\n",
    "\n",
    "**This assignment is due by the end of class,** and should be uploaded into the \"In-Class assignments\" submission folder for Day 3.  Submission instructions can be found at the end of the notebook.\n",
    "\n",
    "## Agenda for today:\n",
    "\n",
    "1. Review of questions about pre-class assignment\n",
    "2. Load a dataset and describe it\n",
    "3. Plot the data set\n",
    "4. Assignment wrap-up"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "# our imports\n",
    "%matplotlib inline\n",
    "import pandas as pd\n",
    "from pandas.plotting import scatter_matrix"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "----\n",
    "# 1. Review of pre-class assignment\n",
    "\n",
    "Did anyone have any specific issues with the pre-class assignment?\n",
    "\n",
    "Let's take a moment to highlight some key concepts. Discuss with your group the following prompts and write down a brief definition of each of these concepts.\n",
    "\n",
    "* What are the features of a Pandas Series?\n",
    "\n",
    "<font size=8 color=\"#009600\">&#9998;</font> Do This -  Write your disussion notes here.\n",
    "\n",
    "* What are the differences between a DataFrame and a Series?\n",
    "\n",
    "<font size=8 color=\"#009600\">&#9998;</font> Do This -  Write your disussion notes here.\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---\n",
    "# 2. Loading a Data set\n",
    "\n",
    "Though we made a DataFrame by hand, the goal is typically to read some data **into** a data frame so we can work with it. \n",
    "\n",
    "Pandas is pretty flexible about reading in data. However, it sometimes needs a little help. Let's start with a toy data set, the <a href=\"https://en.wikipedia.org/wiki/Iris_flower_data_set\"> Iris Data set </a>. \n",
    "\n",
    "We will work with what are called **toy** datasets to try and work through some of the foundational issues. But **data wrangling**, working with data that is messy is far more the norm than you might think. So we will ask you to do some wrangling along the way, the kind you would probably have to do in actual applications.\n",
    "\n",
    "## 2.1 Learn to look\n",
    "\n",
    "It is always going to be the case that you are going to have to look things up. The Python data analysis/modeling world if very complicated with a large number or reasonably complicated toolsets, all with their own working parts. We become better Data Science folks by learning how to search for better, more efficient, clearer ways to do things. That comes with experience but also with a healthy ability to look around and figure things out. \n",
    "\n",
    "### Iris\n",
    "\n",
    "The iris data set is pretty straight forward (follow the link above). To make it a little more interesting we provide it in a raw form that you might encounter with other data. In the class directory you will find two files: `iris.data` and `iris.names`. Open them both and discuss what you see. If you don't have your own favorite editor, you can use the `Spyder` editor that comes with Anaconda (though you might have to selected **All files** in the pull down menu of file types to open).\n",
    "\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "**Question 1** Describe the data and the information in the names file. What characteristics are provided there? Perhaps the iris link above will help."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#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). Please use appropriate Markup formating to make your answer's easy to read."
   ]
  },
  {
   "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 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 <a href=\"https://pandas.pydata.org/pandas-docs/stable/reference/api/pandas.read_csv.html\"> read_csv </a>"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - Read the ```iris.data``` file in with the appropriate headers."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "# replace this cell with code to read in the iris.data file with column headers. Use appropriate headers"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "### ANSWER ###\n",
    "\n",
    "df = pd.read_csv(\"iris.data\", delim_whitespace=True, names=[\"sepal_l\", \"sepal_w\", \"petal_l\", \"petal_w\", \"species\"])\n",
    "# df.set_index(\"species\", inplace=True)"
   ]
  },
  {
   "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": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "# expand what is shown (rows and cols) by pandas\n",
    "pd.set_option('display.max_rows', 500)\n",
    "pd.set_option('display.max_columns', 500)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - Run the `.describe` method on the read-in data. With an eye towards classifying the species of input based on the four features, do you discern anything helpful? Answer in the cell below"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# use describe here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Index(['sepal_l', 'sepal_w', 'petal_l', 'petal_w', 'species'], dtype='object')"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "### ANSWER ###\n",
    "df.describe()\n",
    "df.columns"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do this - Answer here: Did you find any useful features? What makes those features useful in classfying the species of the irises?"
   ]
  },
  {
   "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 invocation 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 `.describe` the result of a groupby. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - make a group using the iris data frame and groupby the class/species of the data. Then run `.describe` on the group result. Now take a look at the data from the group. Do you see any data features you could use to classify the data?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "# print out your groupby here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
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       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th colspan=\"8\" halign=\"left\">sepal_l</th>\n",
       "      <th colspan=\"8\" halign=\"left\">sepal_w</th>\n",
       "      <th colspan=\"8\" halign=\"left\">petal_l</th>\n",
       "      <th colspan=\"8\" halign=\"left\">petal_w</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th></th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "      <th>count</th>\n",
       "      <th>mean</th>\n",
       "      <th>std</th>\n",
       "      <th>min</th>\n",
       "      <th>25%</th>\n",
       "      <th>50%</th>\n",
       "      <th>75%</th>\n",
       "      <th>max</th>\n",
       "    </tr>\n",
       "    <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",
       "      <td>Iris-setosa</td>\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",
       "      <td>Iris-versicolor</td>\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",
       "      <td>Iris-virginica</td>\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_l                                             sepal_w  \\\n",
       "                  count   mean       std  min    25%  50%  75%  max   count   \n",
       "species                                                                       \n",
       "Iris-setosa        50.0  5.006  0.352490  4.3  4.800  5.0  5.2  5.8    50.0   \n",
       "Iris-versicolor    50.0  5.936  0.516171  4.9  5.600  5.9  6.3  7.0    50.0   \n",
       "Iris-virginica     50.0  6.588  0.635880  4.9  6.225  6.5  6.9  7.9    50.0   \n",
       "\n",
       "                                                              petal_l         \\\n",
       "                  mean       std  min    25%  50%    75%  max   count   mean   \n",
       "species                                                                        \n",
       "Iris-setosa      3.418  0.381024  2.3  3.125  3.4  3.675  4.4    50.0  1.464   \n",
       "Iris-versicolor  2.770  0.313798  2.0  2.525  2.8  3.000  3.4    50.0  4.260   \n",
       "Iris-virginica   2.974  0.322497  2.2  2.800  3.0  3.175  3.8    50.0  5.552   \n",
       "\n",
       "                                                      petal_w         \\\n",
       "                      std  min  25%   50%    75%  max   count   mean   \n",
       "species                                                                \n",
       "Iris-setosa      0.173511  1.0  1.4  1.50  1.575  1.9    50.0  0.244   \n",
       "Iris-versicolor  0.469911  3.0  4.0  4.35  4.600  5.1    50.0  1.326   \n",
       "Iris-virginica   0.551895  4.5  5.1  5.55  5.875  6.9    50.0  2.026   \n",
       "\n",
       "                                                    \n",
       "                      std  min  25%  50%  75%  max  \n",
       "species                                             \n",
       "Iris-setosa      0.107210  0.1  0.2  0.2  0.3  0.6  \n",
       "Iris-versicolor  0.197753  1.0  1.2  1.3  1.5  1.8  \n",
       "Iris-virginica   0.274650  1.4  1.8  2.0  2.3  2.5  "
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "### ANSWER ###\n",
    "\n",
    "g = df.groupby(\"species\")\n",
    "g.describe()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - 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?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "-----\n",
    "## 3 Visualizing your data\n",
    "\n",
    "Many time we are limited in understanding our data because it is complex, has many features, or is quite large. So many 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."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.1 Making a scatter matrix\n",
    "\n",
    "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 a `scatter_matrix`. We imported `scatter_matrix` at the start of this notebook so call it on our dataframe. Use a `marker` that you like. Look up some details on `scatter_matrix` for more information."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "# your code here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fcd8851d2d0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcde90805d0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcda0906bd0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcda0aa2410>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcda0ad6c10>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd8859f450>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd885d2c50>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb9294490>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcda0ad83d0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcda0b0cb10>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb931ecd0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd88601510>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb9353d10>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb9397550>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd911a1d50>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd911e4590>]],\n",
       "      dtype=object)"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "### ANSWER ###\n",
    "scatter_matrix(df, marker='o', s=10,alpha=.8)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - Answer here: Does this visualization help you find any useful features? We will do color-coding of classes next, but are there other possible ideas you have that might help you discern useful features?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.2 Color coding your data\n",
    "\n",
    "That probably isn't as helpful as we'd like. We need a separate color indication for each dot so we can tell things apart. Essentially, we need to create an array such that, for each observation in the DataFrame, we a value of color associated with that species. It could be just an integer, or it could be one of the standard colors such as \"red\". Then redo the scatter matrix using `c=your_color_array` to give us different colors. Might want to make it a little bigger as well so you can see it. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [],
   "source": [
    "# your code here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'red', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'green', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue', 'blue']\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "array([[<matplotlib.axes._subplots.AxesSubplot object at 0x7fcd884e6bd0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb90f3e10>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcde8f13690>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcde8f46e90>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcd980906d0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdc84a3ed0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdc84e5710>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcda08d9f10>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcda08e2210>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcd88476f90>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb9137790>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdc8503f90>],\n",
       "       [<matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb916d7d0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcde8f50fd0>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcdb91a2810>,\n",
       "        <matplotlib.axes._subplots.AxesSubplot object at 0x7fcde8f91050>]],\n",
       "      dtype=object)"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 16 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "### ANSWER ###\n",
    "key = {\"Iris-setosa\": \"red\", \"Iris-versicolor\" : \"green\", \"Iris-virginica\" : \"blue\"}\n",
    "c_array = [key[sp] for sp in df[\"species\"]]\n",
    "print(c_array)\n",
    "scatter_matrix(df, c=c_array, marker='o', figsize=(10,10))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "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. "
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - Are you better abel 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)?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3.3 Separating species of irises"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "We will use the feature(s) you found above to try to separate iris species. Later we will learn how to do this using models, but for now, you will try to do this by slicing the data frame."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - One of these species is obviously easier to separate than the others. Can you write a Boolean expression on the dataframe and isolate that one species? "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# your code here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "### ANSWER ###\n",
    "setosa = df[df[\"petal_w\"] <= 0.9]\n",
    "setosa.head"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Do This - Can you write a series of Boolean expressions that separate the other two? Are these as effective as the first? Answer in the cell below what you might do to improve separation?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# your code here"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "### ANSWER ###\n",
    "not_setosa = df[df[\"petal_w\"] > 1.0]\n",
    "not_setosa.head()\n",
    "versi = not_setosa[not_setosa[\"petal_l\"] < 5]\n",
    "versi.describe"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "<font size=8 color=\"#009600\">&#9998;</font> Answer here: How effective was just Boolean separation of the 3 species? How could you do better?"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "---------\n",
    "### Congratulations, you're done with your in-class assignment!\n",
    "\n",
    "Now, you just need to submit this assignment by uploading it to the course <a href=\"https://d2l.msu.edu/\">Desire2Learn</a> web page for today's in-class assignment submission folder. (Don't forget to add all of the appropriate names in the first cell)."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "&#169; Copyright Michigan State University Board of Trustees"
   ]
  }
 ],
 "metadata": {
  "anaconda-cloud": {},
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.3"
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 },
 "nbformat": 4,
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