visualizing_tech_stocks_1.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Visualizing Tech Stocks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "In this project you will analyze and visualize the top 5 highest valued technology stocks, as of the end of the first half of 2019:\n",
    "* Microsoft (NASDAQ:MSFT)\n",
    "* Amazon (NASDAQ:AMZN)\n",
    "* Apple (NASDAQ:AAPL)\n",
    "* Alphabet (NASDAQ:GOOG)\n",
    "* Facebook (NASDAQ:FB).\n",
    "\n",
    "Using Pandas, Pandas-Datarader, and Matplotlib, you will take a visual look into the similarities and differences between these stocks during the six month period from January through June 2019. In your analysis you will perform the following:\n",
    "1. Visualize the stock prices using matplotlib\n",
    "2. Calculate and visualize the daily simple rate of return \n",
    "3. Calculate and visualize the mean rates of return\n",
    "4. Calculate and visualize the variances of the returns\n",
    "5. Calculate and visualize the standard deviations of the returns\n",
    "6. Write a short thesis based on the correlations between the tech stocks"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 1. Import Packages"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 1: Import Data Manipulation Packages\n",
    "Import the pandas and numpy module as `pd` and `np`, respectively"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:07:04.003420Z",
     "start_time": "2019-09-20T17:07:03.119028Z"
    }
   },
   "outputs": [],
   "source": [
    "import pandas as pd\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 2: Import Financial Package\n",
    "Import the pandas data reader module as `web`. (Ensure the module is installed with `pip install pandas-datareader` on the command line)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:09:14.195426Z",
     "start_time": "2019-09-20T17:09:13.727288Z"
    }
   },
   "outputs": [],
   "source": [
    "import pandas_datareader as web"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 3: Import Visualization Package\n",
    "Import the matplotlib `pyplot` module as `plt`. (Write `%matplotlib inline` below the import statement to allow your visualizations to appear beneath the code that generates them)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:09:59.493267Z",
     "start_time": "2019-09-20T17:09:59.116556Z"
    }
   },
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 2. Load the adjusted closings for the top 5 tech stocks."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 1: Define Stocks\n",
    "Create a list named `symbols` containing the symbols for the top 5 tech stocks.\n",
    "#### Step 2: Create Dates\n",
    "Create a datetime object representing January 1st, 2019 named `start_date` and a datetime object representing July 1st, 2019 named `end_date`.\n",
    "#### Step 3: Retrieve Data\n",
    "Call the function `web.get_data_yahoo()` with arguments `symbols`, `start_date` and `end_date` and save the result to `stock_data`.\n",
    "#### Step 4: View Data\n",
    "View both `stock_data` and `stock_data['Adj Close']`. What information is stored in these DataFrames?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:30:17.329249Z",
     "start_time": "2019-09-20T17:30:17.193738Z"
    },
    "scrolled": true
   },
   "outputs": [
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       "      <th colspan=\"5\" halign=\"left\">Adj Close</th>\n",
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       "      <th>MSFT</th>\n",
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       "      <td>2019-01-02</td>\n",
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       "      <td>139.753540</td>\n",
       "      <td>1016.059998</td>\n",
       "      <td>131.740005</td>\n",
       "      <td>97.400002</td>\n",
       "      <td>1500.280029</td>\n",
       "      <td>142.190002</td>\n",
       "      <td>1016.059998</td>\n",
       "      <td>131.740005</td>\n",
       "      <td>...</td>\n",
       "      <td>100.099998</td>\n",
       "      <td>1520.010010</td>\n",
       "      <td>143.979996</td>\n",
       "      <td>1041.000000</td>\n",
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       "      <td>2019-06-28</td>\n",
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       "      <td>193.000000</td>\n",
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       "      <td>197.919998</td>\n",
       "      <td>1080.910034</td>\n",
       "      <td>193.000000</td>\n",
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       "Attributes   Adj Close                                                    \\\n",
       "Symbols           MSFT         AMZN        AAPL         GOOG          FB   \n",
       "Date                                                                       \n",
       "2019-01-02   99.375191  1539.130005  155.214005  1045.849976  135.679993   \n",
       "2019-01-03   95.719376  1500.280029  139.753540  1016.059998  131.740005   \n",
       "2019-01-04  100.171211  1575.390015  145.719513  1070.709961  137.949997   \n",
       "2019-01-07  100.298965  1629.510010  145.395203  1068.390015  138.050003   \n",
       "2019-01-08  101.026199  1656.579956  148.166870  1076.280029  142.529999   \n",
       "...                ...          ...         ...          ...         ...   \n",
       "2019-06-25  132.175140  1878.270020  193.786667  1086.349976  188.839996   \n",
       "2019-06-26  132.670441  1897.829956  197.978088  1079.800049  187.660004   \n",
       "2019-06-27  132.888367  1904.280029  197.918640  1076.010010  189.500000   \n",
       "2019-06-28  132.700180  1893.630005  196.115219  1080.910034  193.000000   \n",
       "2019-07-01  134.403992  1922.189941  199.712143  1097.949951  193.000000   \n",
       "\n",
       "Attributes       Close                                                    ...  \\\n",
       "Symbols           MSFT         AMZN        AAPL         GOOG          FB  ...   \n",
       "Date                                                                      ...   \n",
       "2019-01-02  101.120003  1539.130005  157.919998  1045.849976  135.679993  ...   \n",
       "2019-01-03   97.400002  1500.280029  142.190002  1016.059998  131.740005  ...   \n",
       "2019-01-04  101.930000  1575.390015  148.259995  1070.709961  137.949997  ...   \n",
       "2019-01-07  102.059998  1629.510010  147.929993  1068.390015  138.050003  ...   \n",
       "2019-01-08  102.800003  1656.579956  150.750000  1076.280029  142.529999  ...   \n",
       "...                ...          ...         ...          ...         ...  ...   \n",
       "2019-06-25  133.429993  1878.270020  195.570007  1086.349976  188.839996  ...   \n",
       "2019-06-26  133.929993  1897.829956  199.800003  1079.800049  187.660004  ...   \n",
       "2019-06-27  134.149994  1904.280029  199.740005  1076.010010  189.500000  ...   \n",
       "2019-06-28  133.960007  1893.630005  197.919998  1080.910034  193.000000  ...   \n",
       "2019-07-01  135.679993  1922.189941  201.550003  1097.949951  193.000000  ...   \n",
       "\n",
       "Attributes        Open                                                    \\\n",
       "Symbols           MSFT         AMZN        AAPL         GOOG          FB   \n",
       "Date                                                                       \n",
       "2019-01-02   99.550003  1465.199951  154.889999  1016.570007  128.990005   \n",
       "2019-01-03  100.099998  1520.010010  143.979996  1041.000000  134.690002   \n",
       "2019-01-04   99.720001  1530.000000  144.529999  1032.589966  134.009995   \n",
       "2019-01-07  101.639999  1602.310059  148.699997  1071.500000  137.559998   \n",
       "2019-01-08  103.040001  1664.689941  149.559998  1076.109985  139.889999   \n",
       "...                ...          ...         ...          ...         ...   \n",
       "2019-06-25  137.250000  1911.839966  198.429993  1112.660034  192.880005   \n",
       "2019-06-26  134.350006  1892.479980  197.770004  1086.500000  189.539993   \n",
       "2019-06-27  134.139999  1902.000000  200.289993  1084.000000  189.880005   \n",
       "2019-06-28  134.570007  1909.099976  198.679993  1076.390015  190.550003   \n",
       "2019-07-01  136.630005  1922.979980  203.169998  1098.000000  195.210007   \n",
       "\n",
       "Attributes      Volume                                                \n",
       "Symbols           MSFT       AMZN        AAPL       GOOG          FB  \n",
       "Date                                                                  \n",
       "2019-01-02  35329300.0  7983100.0  37039700.0  1532600.0  28146200.0  \n",
       "2019-01-03  42579100.0  6975600.0  91312200.0  1841100.0  22717900.0  \n",
       "2019-01-04  44060600.0  9182600.0  58607100.0  2093900.0  29002100.0  \n",
       "2019-01-07  35656100.0  7993200.0  54777800.0  1981900.0  20089300.0  \n",
       "2019-01-08  31514400.0  8881400.0  41025300.0  1764900.0  26263800.0  \n",
       "...                ...        ...         ...        ...         ...  \n",
       "2019-06-25  33327400.0  3012300.0  21070300.0  1546900.0  16750300.0  \n",
       "2019-06-26  23657700.0  2441900.0  26067500.0  1810900.0  12808600.0  \n",
       "2019-06-27  16557500.0  2141700.0  20899700.0  1004300.0  11159000.0  \n",
       "2019-06-28  30043000.0  3037400.0  31110600.0  1693200.0  16378900.0  \n",
       "2019-07-01  22654200.0  3203300.0  27316700.0  1436300.0  14204700.0  \n",
       "\n",
       "[125 rows x 30 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Defining Stocks\n",
    "symbols = ['MSFT', 'AMZN', 'AAPL', 'GOOG', 'FB'] \n",
    "\n",
    "#Creating dates\n",
    "start_date ='2019-01-01'\n",
    "end_date ='2019-07-1'\n",
    "\n",
    "#Retriving data\n",
    "\n",
    "stock_data = web.get_data_yahoo(symbols, start_date, end_date)\n",
    "\n",
    "#Viewing data\n",
    "\n",
    "stock_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "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>Symbols</th>\n",
       "      <th>MSFT</th>\n",
       "      <th>AMZN</th>\n",
       "      <th>AAPL</th>\n",
       "      <th>GOOG</th>\n",
       "      <th>FB</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Date</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>2019-01-02</td>\n",
       "      <td>99.375191</td>\n",
       "      <td>1539.130005</td>\n",
       "      <td>155.214005</td>\n",
       "      <td>1045.849976</td>\n",
       "      <td>135.679993</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-01-03</td>\n",
       "      <td>95.719376</td>\n",
       "      <td>1500.280029</td>\n",
       "      <td>139.753540</td>\n",
       "      <td>1016.059998</td>\n",
       "      <td>131.740005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-01-04</td>\n",
       "      <td>100.171211</td>\n",
       "      <td>1575.390015</td>\n",
       "      <td>145.719513</td>\n",
       "      <td>1070.709961</td>\n",
       "      <td>137.949997</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-01-07</td>\n",
       "      <td>100.298965</td>\n",
       "      <td>1629.510010</td>\n",
       "      <td>145.395203</td>\n",
       "      <td>1068.390015</td>\n",
       "      <td>138.050003</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-01-08</td>\n",
       "      <td>101.026199</td>\n",
       "      <td>1656.579956</td>\n",
       "      <td>148.166870</td>\n",
       "      <td>1076.280029</td>\n",
       "      <td>142.529999</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-06-25</td>\n",
       "      <td>132.175140</td>\n",
       "      <td>1878.270020</td>\n",
       "      <td>193.786667</td>\n",
       "      <td>1086.349976</td>\n",
       "      <td>188.839996</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-06-26</td>\n",
       "      <td>132.670441</td>\n",
       "      <td>1897.829956</td>\n",
       "      <td>197.978088</td>\n",
       "      <td>1079.800049</td>\n",
       "      <td>187.660004</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-06-27</td>\n",
       "      <td>132.888367</td>\n",
       "      <td>1904.280029</td>\n",
       "      <td>197.918640</td>\n",
       "      <td>1076.010010</td>\n",
       "      <td>189.500000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-06-28</td>\n",
       "      <td>132.700180</td>\n",
       "      <td>1893.630005</td>\n",
       "      <td>196.115219</td>\n",
       "      <td>1080.910034</td>\n",
       "      <td>193.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <td>2019-07-01</td>\n",
       "      <td>134.403992</td>\n",
       "      <td>1922.189941</td>\n",
       "      <td>199.712143</td>\n",
       "      <td>1097.949951</td>\n",
       "      <td>193.000000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>125 rows × 5 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "Symbols           MSFT         AMZN        AAPL         GOOG          FB\n",
       "Date                                                                    \n",
       "2019-01-02   99.375191  1539.130005  155.214005  1045.849976  135.679993\n",
       "2019-01-03   95.719376  1500.280029  139.753540  1016.059998  131.740005\n",
       "2019-01-04  100.171211  1575.390015  145.719513  1070.709961  137.949997\n",
       "2019-01-07  100.298965  1629.510010  145.395203  1068.390015  138.050003\n",
       "2019-01-08  101.026199  1656.579956  148.166870  1076.280029  142.529999\n",
       "...                ...          ...         ...          ...         ...\n",
       "2019-06-25  132.175140  1878.270020  193.786667  1086.349976  188.839996\n",
       "2019-06-26  132.670441  1897.829956  197.978088  1079.800049  187.660004\n",
       "2019-06-27  132.888367  1904.280029  197.918640  1076.010010  189.500000\n",
       "2019-06-28  132.700180  1893.630005  196.115219  1080.910034  193.000000\n",
       "2019-07-01  134.403992  1922.189941  199.712143  1097.949951  193.000000\n",
       "\n",
       "[125 rows x 5 columns]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "stock_data['Adj Close']"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 3. Plot the adjusted closing prices over time."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Create a plot with matplotlib that shows the adjusted closing prices of each stock over time. Set the x label to `\"Date\"`. Set the y label to `\"Adjusted Closing Price Over Time\"`. Set the graph title to `\"Tech Stocks Adjusted Price\"`."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:41:01.873022Z",
     "start_time": "2019-09-20T17:41:01.687043Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "\n",
    "adj_date = stock_data[\"Adj Close\"]\n",
    "adj_date.plot()\n",
    "plt.title(\"Tech Stocks Adjusted Price\")\n",
    "plt.xlabel(\"Date\")\n",
    "plt.ylabel(\"Adjusted Closing Price Over Time\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 4. Calculate and plot the daily simple rate of return over time.\n",
    "Create a plot with matplotlib that shows the daily simple rate of return for each tech stock over time. Label the graph appropriately. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:41:17.173004Z",
     "start_time": "2019-09-20T17:41:16.974468Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "daily_return = adj_date.pct_change()\n",
    "\n",
    "daily_return.plot()\n",
    "plt.title(\"Daily Simple Rate of Return\")\n",
    "plt.xlabel(\"Date\")\n",
    "plt.ylabel(\"Rate of Return\")\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Symbols         MSFT      AMZN      AAPL      GOOG        FB\n",
      "Date                                                        \n",
      "2019-01-02       NaN       NaN       NaN       NaN       NaN\n",
      "2019-01-03 -0.036788 -0.025242 -0.099607 -0.028484 -0.029039\n",
      "2019-01-04  0.046509  0.050064  0.042689  0.053786  0.047138\n",
      "2019-01-07  0.001275  0.034353 -0.002226 -0.002167  0.000725\n",
      "2019-01-08  0.007251  0.016612  0.019063  0.007385  0.032452\n"
     ]
    }
   ],
   "source": [
    "print(daily_return.head())"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 5. Create subplots of daily simple rate of return.\n",
    "In order to better visualize the daily returns, create a subplot for each tech stock. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:41:36.728365Z",
     "start_time": "2019-09-20T17:41:36.399525Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1440x720 with 5 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(20, 10))\n",
    "\n",
    "\n",
    "#Microsoft\n",
    "ax1 = plt.subplot(2, 3, 1)\n",
    "plt.plot(daily_return['MSFT'], color='green')\n",
    "plt.title('Microsoft')\n",
    "plt.xlabel('Date')\n",
    "plt.ylabel('Daily Return')\n",
    "\n",
    "#Amazon\n",
    "ax2 = plt.subplot(2, 3, 2)\n",
    "plt.plot(daily_return['AMZN'], color='green')\n",
    "plt.title('Amazon')\n",
    "plt.xlabel('Date')\n",
    "\n",
    "\n",
    "#Apple\n",
    "ax3 = plt.subplot(2, 3, 3)\n",
    "plt.plot(daily_return['AAPL'], color='green')\n",
    "plt.title('Apple')\n",
    "plt.xlabel('Date')\n",
    "\n",
    "\n",
    "#Google\n",
    "ax4 = plt.subplot(2, 3, 4)\n",
    "plt.plot(daily_return['GOOG'], color='green')\n",
    "plt.title('Google')\n",
    "plt.xlabel('Date')\n",
    "plt.ylabel('Daily Return')\n",
    "\n",
    "#Facebook\n",
    "ax5 = plt.subplot(2, 3, 5)\n",
    "plt.plot(daily_return['FB'], color='green')\n",
    "plt.title('Facebook')\n",
    "plt.xlabel('Date')\n",
    "\n",
    "\n",
    "plt.subplots_adjust(wspace=0.3, bottom=0.1)\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 6. Calculate and plot the mean of each tech stock's daily simple rate of return"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 1: Calculate mean rate of return\n",
    "For each stock, calculate the mean daily simple rate of return.\n",
    "#### Step 2: Plot bar chart\n",
    "Use matplotlib to create a bar chart comparing the mean daily simple rate of return for each stock. Label the chart appropriately\n",
    "#### Step 3: Analyze mean rate of return\n",
    "Based on the mean rate of return, which stock would be the best option to invest in?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:50:45.153005Z",
     "start_time": "2019-09-20T17:50:45.142751Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Symbols\n",
      "MSFT    0.002532\n",
      "AMZN    0.001933\n",
      "AAPL    0.002208\n",
      "GOOG    0.000522\n",
      "FB      0.003046\n",
      "dtype: float64\n"
     ]
    }
   ],
   "source": [
    "#Calculating the mean rate of return\n",
    "\n",
    "mean_daily_return = daily_return.mean()\n",
    "print(mean_daily_return)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Facebook has the highest mean simple rate of return over the period of data collected. Thus Facebook would have been a good choice for investment over this period of time. Google, on the other hand, has the lowest mean simple rate of return over the period."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plotting bar chart\n",
    "\n",
    "ax7 = plt.subplot()\n",
    "ax7.set_xticks(range(len(symbols)))\n",
    "ax7.set_xticklabels(symbols)\n",
    "\n",
    "plt.bar(range(len(symbols)), mean_daily_return, color = 'green')\n",
    "\n",
    "plt.xlabel('Stocks')\n",
    "plt.ylabel('Mean Daily')\n",
    "plt.title('Mean Rate of Return x Stocks')\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Based only on the rate of the mean daily rate of return of stocks, the Facebook stock has the highest mean return rate. \n",
    "#Therefore, it is the best option to invest."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 7. Calculate and plot the variance."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 1: Calculate the variance\n",
    "For each stock, calculate the variance of the mean daily simple rate of return.\n",
    "#### Step 2: Plot bar chart\n",
    "Use matplotlib to create a bar chart comparing the variance for each stock. Label the chart appropriately\n",
    "#### Step 3: Analyse the variance\n",
    "Based on the variance, which stock would be the riskiest to invest in?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:55:30.943434Z",
     "start_time": "2019-09-20T17:55:30.796988Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Symbols\n",
      "MSFT    0.000191\n",
      "AMZN    0.000280\n",
      "AAPL    0.000345\n",
      "GOOG    0.000258\n",
      "FB      0.000408\n",
      "dtype: float64\n"
     ]
    }
   ],
   "source": [
    "#Calculating the variance\n",
    "\n",
    "variance_daily_return = daily_return.var()\n",
    "print(variance_daily_return)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plotting bar chart\n",
    "ax8 = plt.subplot()\n",
    "ax8.set_xticks(range(len(symbols)))\n",
    "ax8.set_xticklabels(symbols)\n",
    "\n",
    "plt.bar(range(len(symbols)), variance_daily_return, color = 'green')\n",
    "\n",
    "plt.xlabel('Stocks')\n",
    "plt.ylabel('Variance')\n",
    "plt.title('Variance x Stocks')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Analyzing the variance\n",
    "\n",
    "#Considering the stocks are being analyzed individually, Facebook is the riskiest one  due to its highest variance."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Facebook shows the highest variance of all the stocks, indicating it can be a riskier investment. Google shows the lowest variance, indicating that the returns are more predictable. This goes along with the typical understanding of higher return, high risks stocks, and lower return, low risk stocks."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 8. Calculate and plot the standard deviation"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### Step 1: Calculate the standard deviation\n",
    "For each stock, calculate the standard deviation of the mean daily simple rate of return.\n",
    "\n",
    "#### Step 2: Plot the bar chart\n",
    "Use matplotlib to create a bar chart comparing the standard deviation of the mean daily simple rate of return of each stock. Label the chart appropriately\n",
    "\n",
    "#### Step 3: Analyze the standard deviation\n",
    "Based on the standard deviation of the rates of return, which stock would you choose to invest in and why?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T17:57:35.824949Z",
     "start_time": "2019-09-20T17:57:35.725823Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Symbols\n",
      "MSFT    0.013802\n",
      "AMZN    0.016742\n",
      "AAPL    0.018576\n",
      "GOOG    0.016068\n",
      "FB      0.020209\n",
      "dtype: float64\n"
     ]
    }
   ],
   "source": [
    "#Calculating Standard Deviation\n",
    "\n",
    "sd_daily_return = daily_return.std()\n",
    "print(sd_daily_return)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "#Plotting bar chart\n",
    "ax9 = plt.subplot()\n",
    "ax9.set_xticks(range(len(symbols)))\n",
    "ax9.set_xticklabels(symbols)\n",
    "\n",
    "plt.bar(range(len(symbols)), sd_daily_return, color = 'green')\n",
    "\n",
    "plt.xlabel('Stocks')\n",
    "plt.ylabel('Standard Deviation')\n",
    "plt.title('Standard Deviation x Stocks')\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "#Analyzing the Standard Deviation\n",
    "\n",
    "#I would choose a stock to invest according to my investor profile. If I'd rather take more risk, I would invest in Facebook sotcks.\n",
    "# because it brings more return.\n",
    "#On the other hand, if I was risk-averse, I would invest in Microsoft stocks because brings a good return with less risk."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T18:20:15.272923Z",
     "start_time": "2019-09-20T18:20:15.108312Z"
    }
   },
   "source": [
    "The answer to this question depends on your investment preferences. Facebook is the most volatile stock, as it has the largest standard deviation. It also, however, has the largest mean return. If you are a more risky investor, this could be your stock of choice. Google, on the other hand, is the least volatile stock, but has the lowest mean return."
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 9. Calculate the correlations\n",
    "Calculate the correlations between each of the stocks. Which stocks are positively correlated? Which are negatively correlated? Which have little correlation?"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "metadata": {
    "ExecuteTime": {
     "end_time": "2019-09-20T18:20:31.790079Z",
     "start_time": "2019-09-20T18:20:31.774044Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Symbols      MSFT      AMZN      AAPL      GOOG        FB\n",
      "Symbols                                                  \n",
      "MSFT     1.000000  0.731493  0.652943  0.636987  0.454094\n",
      "AMZN     0.731493  1.000000  0.610110  0.721504  0.572073\n",
      "AAPL     0.652943  0.610110  1.000000  0.569773  0.438760\n",
      "GOOG     0.636987  0.721504  0.569773  1.000000  0.633440\n",
      "FB       0.454094  0.572073  0.438760  0.633440  1.000000\n"
     ]
    }
   ],
   "source": [
    "#Calculating Correlation\n",
    "\n",
    "correlation= daily_return.corr()\n",
    "print(correlation)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "None of the stocks are negatively correlated. Microsoft and Google are highly correlated, while Facebook and Apple exhibit the lowest correlation."
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
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