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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "def79524",
+ "metadata": {},
+ "source": [
+ "
\n",
+ " \n",
+ "
\n",
+ " \n",
+ "
\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "a3297b8f-d940-495e-b617-311976f3374a",
+ "metadata": {},
+ "source": [
+ "Extracting and Visualizing Stock Data
\n",
+ "Description
\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "a63757ca-0a1f-4a61-bd6c-3c25f234e7fb",
+ "metadata": {},
+ "source": [
+ "Extracting essential data from a dataset and displaying it is a necessary part of data science; therefore individuals can make correct decisions based on the data. In this assignment, you will extract some stock data, you will then display this data in a graph.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "11a783a7-56d2-4e99-97cf-ea53bfc8aa81",
+ "metadata": {},
+ "source": [
+ "Table of Contents
\n",
+ "\n",
+ "
\n",
+ " - Define a Function that Makes a Graph
\n",
+ " - Question 1: Use yfinance to Extract Stock Data
\n",
+ " - Question 2: Use Webscraping to Extract Tesla Revenue Data
\n",
+ " - Question 3: Use yfinance to Extract Stock Data
\n",
+ " - Question 4: Use Webscraping to Extract GME Revenue Data
\n",
+ " - Question 5: Plot Tesla Stock Graph
\n",
+ " - Question 6: Plot GameStop Stock Graph
\n",
+ "
\n",
+ "
\n",
+ " Estimated Time Needed: 30 min
\n",
+ "
\n",
+ "\n",
+ "
\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 70,
+ "id": "be6e0c97-5ff6-4c62-8123-c41697152060",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Requirement already satisfied: yfinance==0.1.67 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (0.1.67)\n",
+ "Requirement already satisfied: pandas>=0.24 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from yfinance==0.1.67) (1.3.5)\n",
+ "Requirement already satisfied: numpy>=1.15 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from yfinance==0.1.67) (1.21.6)\n",
+ "Requirement already satisfied: requests>=2.20 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from yfinance==0.1.67) (2.29.0)\n",
+ "Requirement already satisfied: multitasking>=0.0.7 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from yfinance==0.1.67) (0.0.11)\n",
+ "Requirement already satisfied: lxml>=4.5.1 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from yfinance==0.1.67) (4.9.2)\n",
+ "Requirement already satisfied: python-dateutil>=2.7.3 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from pandas>=0.24->yfinance==0.1.67) (2.8.2)\n",
+ "Requirement already satisfied: pytz>=2017.3 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from pandas>=0.24->yfinance==0.1.67) (2023.3)\n",
+ "Requirement already satisfied: charset-normalizer<4,>=2 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from requests>=2.20->yfinance==0.1.67) (3.1.0)\n",
+ "Requirement already satisfied: idna<4,>=2.5 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from requests>=2.20->yfinance==0.1.67) (3.4)\n",
+ "Requirement already satisfied: urllib3<1.27,>=1.21.1 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from requests>=2.20->yfinance==0.1.67) (1.26.15)\n",
+ "Requirement already satisfied: certifi>=2017.4.17 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from requests>=2.20->yfinance==0.1.67) (2023.5.7)\n",
+ "Requirement already satisfied: six>=1.5 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from python-dateutil>=2.7.3->pandas>=0.24->yfinance==0.1.67) (1.16.0)\n",
+ "\n",
+ " __ __ __ __\n",
+ " / \\ / \\ / \\ / \\\n",
+ " / \\/ \\/ \\/ \\\n",
+ "███████████████/ /██/ /██/ /██/ /████████████████████████\n",
+ " / / \\ / \\ / \\ / \\ \\____\n",
+ " / / \\_/ \\_/ \\_/ \\ o \\__,\n",
+ " / _/ \\_____/ `\n",
+ " |/\n",
+ " ███╗ ███╗ █████╗ ███╗ ███╗██████╗ █████╗\n",
+ " ████╗ ████║██╔══██╗████╗ ████║██╔══██╗██╔══██╗\n",
+ " ██╔████╔██║███████║██╔████╔██║██████╔╝███████║\n",
+ " ██║╚██╔╝██║██╔══██║██║╚██╔╝██║██╔══██╗██╔══██║\n",
+ " ██║ ╚═╝ ██║██║ ██║██║ ╚═╝ ██║██████╔╝██║ ██║\n",
+ " ╚═╝ ╚═╝╚═╝ ╚═╝╚═╝ ╚═╝╚═════╝ ╚═╝ ╚═╝\n",
+ "\n",
+ " mamba (1.4.2) supported by @QuantStack\n",
+ "\n",
+ " GitHub: https://github.com/mamba-org/mamba\n",
+ " Twitter: https://twitter.com/QuantStack\n",
+ "\n",
+ "█████████████████████████████████████████████████████████████\n",
+ "\n",
+ "\n",
+ "Looking for: ['bs4==4.10.0']\n",
+ "\n",
+ "\u001b[?25l\u001b[2K\u001b[0G[+] 0.0s\n",
+ "pkgs/main/linux-64 \u001b[33m━━━━━━━━━━━━╸\u001b[0m\u001b[90m━━━━━━━━━━━━\u001b[0m 0.0 B / ??.?MB @ ??.?MB/s 0.0s\u001b[2K\u001b[1A\u001b[2K\u001b[0G[+] 0.1s\n",
+ "pkgs/main/linux-64 \u001b[33m━━━━━━━━━━━━╸\u001b[0m\u001b[90m━━━━━━━━━━━━\u001b[0m 0.0 B / ??.?MB @ ??.?MB/s 0.1s\n",
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+ "pkgs/r/linux-64 \u001b[90m━━━━━━━━━╸\u001b[0m\u001b[33m━━━━━━━━━━━━━━━\u001b[0m 0.0 B / ??.?MB @ ??.?MB/s 0.1s\n",
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+ "pkgs/r/linux-64 No change\n",
+ "pkgs/main/linux-64 No change\n",
+ "pkgs/r/noarch No change\n",
+ "\u001b[?25h\n",
+ "Pinned packages:\n",
+ " - python 3.7.*\n",
+ "\n",
+ "\n",
+ "Transaction\n",
+ "\n",
+ " Prefix: /home/jupyterlab/conda/envs/python\n",
+ "\n",
+ " All requested packages already installed\n",
+ "\n",
+ "\u001b[?25l\u001b[2K\u001b[0G\u001b[?25hRequirement already satisfied: nbformat==4.2.0 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (4.2.0)\n",
+ "Requirement already satisfied: ipython-genutils in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from nbformat==4.2.0) (0.2.0)\n",
+ "Requirement already satisfied: jsonschema!=2.5.0,>=2.4 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from nbformat==4.2.0) (4.17.3)\n",
+ "Requirement already satisfied: jupyter-core in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from nbformat==4.2.0) (4.12.0)\n",
+ "Requirement already satisfied: traitlets>=4.1 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from nbformat==4.2.0) (5.9.0)\n",
+ "Requirement already satisfied: attrs>=17.4.0 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from jsonschema!=2.5.0,>=2.4->nbformat==4.2.0) (23.1.0)\n",
+ "Requirement already satisfied: importlib-metadata in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from jsonschema!=2.5.0,>=2.4->nbformat==4.2.0) (4.11.4)\n",
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+ "Requirement already satisfied: pyrsistent!=0.17.0,!=0.17.1,!=0.17.2,>=0.14.0 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from jsonschema!=2.5.0,>=2.4->nbformat==4.2.0) (0.19.3)\n",
+ "Requirement already satisfied: typing-extensions in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from jsonschema!=2.5.0,>=2.4->nbformat==4.2.0) (4.5.0)\n",
+ "Requirement already satisfied: zipp>=3.1.0 in /home/jupyterlab/conda/envs/python/lib/python3.7/site-packages (from importlib-resources>=1.4.0->jsonschema!=2.5.0,>=2.4->nbformat==4.2.0) (3.15.0)\n"
+ ]
+ }
+ ],
+ "source": [
+ "!pip install yfinance==0.1.67\n",
+ "!mamba install bs4==4.10.0 -y\n",
+ "!pip install nbformat==4.2.0"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 71,
+ "id": "9860fee0-de38-4cd2-936b-7479745b0f4e",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "import yfinance as yf\n",
+ "import pandas as pd\n",
+ "import requests\n",
+ "from bs4 import BeautifulSoup\n",
+ "import plotly.graph_objects as go\n",
+ "from plotly.subplots import make_subplots"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c2d6a13c-efae-4024-85e5-4edda1895c92",
+ "metadata": {},
+ "source": [
+ "## Define Graphing Function\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "4c0e1b5f-6137-4d71-b130-5aabd2cfb7f5",
+ "metadata": {},
+ "source": [
+ "In this section, we define the function `make_graph`. You don't have to know how the function works, you should only care about the inputs. It takes a dataframe with stock data (dataframe must contain Date and Close columns), a dataframe with revenue data (dataframe must contain Date and Revenue columns), and the name of the stock.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 96,
+ "id": "0dcaaa5e-e5ed-4337-beb4-134b5da043d6",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "def make_graph(stock_data, revenue_data, stock):\n",
+ " fig = make_subplots(rows=2, cols=1, shared_xaxes=True, subplot_titles=(\"Historical Share Price\", \"Historical Revenue\"), vertical_spacing = .3)\n",
+ " stock_data_specific = stock_data[stock_data.Date <= '2021--06-14']\n",
+ " revenue_data_specific = revenue_data[revenue_data.Date <= '2021-04-30']\n",
+ " fig.add_trace(go.Scatter(x=pd.to_datetime(stock_data_specific.Date, infer_datetime_format=True), y=stock_data_specific.Close.astype(\"float\"), name=\"Share Price\"), row=1, col=1)\n",
+ " fig.add_trace(go.Scatter(x=pd.to_datetime(revenue_data_specific.Date, infer_datetime_format=True), y=revenue_data_specific.Revenue.astype(\"float\"), name=\"Revenue\"), row=2, col=1)\n",
+ " fig.update_xaxes(title_text=\"Date\", row=1, col=1)\n",
+ " fig.update_xaxes(title_text=\"Date\", row=2, col=1)\n",
+ " fig.update_yaxes(title_text=\"Price ($US)\", row=1, col=1)\n",
+ " fig.update_yaxes(title_text=\"Revenue ($US Millions)\", row=2, col=1)\n",
+ " fig.update_layout(showlegend=False,\n",
+ " height=900,\n",
+ " title=stock,\n",
+ " xaxis_rangeslider_visible=True)\n",
+ " fig.show()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "fbaa3d01-1420-4087-9d79-3a56522c1610",
+ "metadata": {},
+ "source": [
+ "## Question 1: Use yfinance to Extract Stock Data\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d574fd10-1aab-4e46-a924-53d028709d24",
+ "metadata": {},
+ "source": [
+ "Using the `Ticker` function enter the ticker symbol of the stock we want to extract data on to create a ticker object. The stock is Tesla and its ticker symbol is `TSLA`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 73,
+ "id": "408e0d71-3e76-4731-8cb0-60e7efd7c9ae",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "tesla = yf.Ticker(\"TSLA\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "13c78686-b22b-490c-acac-b66d49024e46",
+ "metadata": {},
+ "source": [
+ "Using the ticker object and the function `history` extract stock information and save it in a dataframe named `tesla_data`. Set the `period` parameter to `max` so we get information for the maximum amount of time.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 74,
+ "id": "7f9763e4-9122-41ec-9443-a53343c59b60",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
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+ "execution_count": 74,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tesla_hist = tesla.history(period=\"max\")\n",
+ "tesla_data = pd.DataFrame(tesla_hist)\n",
+ "tesla_data"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "15032e00-90d7-455e-adcd-a1eeec54d6e0",
+ "metadata": {},
+ "source": [
+ "**Reset the index** using the `reset_index(inplace=True)` function on the tesla_data DataFrame and display the first five rows of the `tesla_data` dataframe using the `head` function. Take a screenshot of the results and code from the beginning of Question 1 to the results below.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 75,
+ "id": "0123c47b-8378-4c7f-99be-80e571416ebd",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
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+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Volume | \n",
+ " Dividends | \n",
+ " Stock Splits | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 2010-06-29 | \n",
+ " 1.266667 | \n",
+ " 1.666667 | \n",
+ " 1.169333 | \n",
+ " 1.592667 | \n",
+ " 281494500 | \n",
+ " 0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 2010-06-30 | \n",
+ " 1.719333 | \n",
+ " 2.028000 | \n",
+ " 1.553333 | \n",
+ " 1.588667 | \n",
+ " 257806500 | \n",
+ " 0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 2010-07-01 | \n",
+ " 1.666667 | \n",
+ " 1.728000 | \n",
+ " 1.351333 | \n",
+ " 1.464000 | \n",
+ " 123282000 | \n",
+ " 0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 2010-07-02 | \n",
+ " 1.533333 | \n",
+ " 1.540000 | \n",
+ " 1.247333 | \n",
+ " 1.280000 | \n",
+ " 77097000 | \n",
+ " 0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 2010-07-06 | \n",
+ " 1.333333 | \n",
+ " 1.333333 | \n",
+ " 1.055333 | \n",
+ " 1.074000 | \n",
+ " 103003500 | \n",
+ " 0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Open High Low Close Volume Dividends \\\n",
+ "0 2010-06-29 1.266667 1.666667 1.169333 1.592667 281494500 0 \n",
+ "1 2010-06-30 1.719333 2.028000 1.553333 1.588667 257806500 0 \n",
+ "2 2010-07-01 1.666667 1.728000 1.351333 1.464000 123282000 0 \n",
+ "3 2010-07-02 1.533333 1.540000 1.247333 1.280000 77097000 0 \n",
+ "4 2010-07-06 1.333333 1.333333 1.055333 1.074000 103003500 0 \n",
+ "\n",
+ " Stock Splits \n",
+ "0 0.0 \n",
+ "1 0.0 \n",
+ "2 0.0 \n",
+ "3 0.0 \n",
+ "4 0.0 "
+ ]
+ },
+ "execution_count": 75,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tesla_data.reset_index(inplace=True)\n",
+ "tesla_data.head(5)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "b94b5dab-a6f1-40eb-b836-0062988464db",
+ "metadata": {},
+ "source": [
+ "## Question 2: Use Webscraping to Extract Tesla Revenue Data\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "10c4befd-c47e-4592-a72e-7c0b5c678068",
+ "metadata": {},
+ "source": [
+ "Use the `requests` library to download the webpage https://cf-courses-data.s3.us.cloud-object-storage.appdomain.cloud/IBMDeveloperSkillsNetwork-PY0220EN-SkillsNetwork/labs/project/revenue.htm Save the text of the response as a variable named `html_data`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 76,
+ "id": "f65ee884-d9a1-424a-bcb2-bab7e3fbc53f",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "url = \"https://cf-courses-data.s3.us.cloud-object-storage.appdomain.cloud/IBMDeveloperSkillsNetwork-PY0220EN-SkillsNetwork/labs/project/revenue.htm\"\n",
+ "data = requests.get(url)\n",
+ "html_data = data.text"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e08fb22f-128a-4f99-8344-dd18d6279ab6",
+ "metadata": {},
+ "source": [
+ "Parse the html data using `beautiful_soup`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 79,
+ "id": "208b38b4-260c-4098-9b1e-9e88baed91c7",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "beautiful_soup = BeautifulSoup(html_data, \"html.parser\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2beb668c-ce60-4121-96fc-0aa47465f941",
+ "metadata": {},
+ "source": [
+ "Using `BeautifulSoup` or the `read_html` function extract the table with `Tesla Quarterly Revenue` and store it into a dataframe named `tesla_revenue`. The dataframe should have columns `Date` and `Revenue`.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e6d73b96-e834-49d0-a325-4341ab772ad8",
+ "metadata": {},
+ "source": [
+ "Click here if you need help locating the table
\n",
+ "\n",
+ "```\n",
+ " \n",
+ "Below is the code to isolate the table, you will now need to loop through the rows and columns like in the previous lab\n",
+ " \n",
+ "soup.find_all(\"tbody\")[1]\n",
+ " \n",
+ "If you want to use the read_html function the table is located at index 1\n",
+ "\n",
+ "\n",
+ "```\n",
+ "\n",
+ " \n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 105,
+ "id": "cd2a6e7c-8f63-48d6-b335-533af47912b3",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Revenue | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 2021 | \n",
+ " $53,823 | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 2020 | \n",
+ " $31,536 | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 2019 | \n",
+ " $24,578 | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 2018 | \n",
+ " $21,461 | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 2017 | \n",
+ " $11,759 | \n",
+ "
\n",
+ " \n",
+ " 5 | \n",
+ " 2016 | \n",
+ " $7,000 | \n",
+ "
\n",
+ " \n",
+ " 6 | \n",
+ " 2015 | \n",
+ " $4,046 | \n",
+ "
\n",
+ " \n",
+ " 7 | \n",
+ " 2014 | \n",
+ " $3,198 | \n",
+ "
\n",
+ " \n",
+ " 8 | \n",
+ " 2013 | \n",
+ " $2,013 | \n",
+ "
\n",
+ " \n",
+ " 9 | \n",
+ " 2012 | \n",
+ " $413 | \n",
+ "
\n",
+ " \n",
+ " 10 | \n",
+ " 2011 | \n",
+ " $204 | \n",
+ "
\n",
+ " \n",
+ " 11 | \n",
+ " 2010 | \n",
+ " $117 | \n",
+ "
\n",
+ " \n",
+ " 12 | \n",
+ " 2009 | \n",
+ " $112 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Revenue\n",
+ "0 2021 $53,823\n",
+ "1 2020 $31,536\n",
+ "2 2019 $24,578\n",
+ "3 2018 $21,461\n",
+ "4 2017 $11,759\n",
+ "5 2016 $7,000\n",
+ "6 2015 $4,046\n",
+ "7 2014 $3,198\n",
+ "8 2013 $2,013\n",
+ "9 2012 $413\n",
+ "10 2011 $204\n",
+ "11 2010 $117\n",
+ "12 2009 $112"
+ ]
+ },
+ "execution_count": 105,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tesla_revenue = pd.DataFrame(columns=[\"Date\", \"Revenue\"])\n",
+ "for row in beautiful_soup.find(\"tbody\").find_all(\"tr\"):\n",
+ " col = row.find_all('td')\n",
+ " date = col[0].text\n",
+ " revenue = col[1].text\n",
+ " tesla_revenue = tesla_revenue.append({\"Date\": date, \"Revenue\": revenue}, ignore_index=True)\n",
+ " \n",
+ "tesla_revenue"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "621993b9-01da-48e3-a3e3-d65364683bae",
+ "metadata": {},
+ "source": [
+ "Execute the following line to remove the comma and dollar sign from the `Revenue` column. \n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 104,
+ "id": "a96aff4d-1999-4f8b-a2e2-a0a9d15f900f",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/home/jupyterlab/conda/envs/python/lib/python3.7/site-packages/ipykernel_launcher.py:1: FutureWarning:\n",
+ "\n",
+ "The default value of regex will change from True to False in a future version. In addition, single character regular expressions will *not* be treated as literal strings when regex=True.\n",
+ "\n"
+ ]
+ }
+ ],
+ "source": [
+ "tesla_revenue[\"Revenue\"] = tesla_revenue['Revenue'].str.replace(',|\\$',\"\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "92e23a47-3512-489a-b2da-7d596cee444d",
+ "metadata": {},
+ "source": [
+ "Execute the following lines to remove an null or empty strings in the Revenue column.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 84,
+ "id": "3f14fcdc-450c-4fba-82da-a56ec62ac81d",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "tesla_revenue.dropna(inplace=True)\n",
+ "\n",
+ "tesla_revenue = tesla_revenue[tesla_revenue['Revenue'] != \"\"]"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "e64f6be4-8b4f-4077-b7dc-03ce2c2df456",
+ "metadata": {},
+ "source": [
+ "Display the last 5 row of the `tesla_revenue` dataframe using the `tail` function. Take a screenshot of the results.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 85,
+ "id": "3676dbd9-97ce-4fb8-945c-ca96db5d28d5",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Revenue | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 8 | \n",
+ " 2013 | \n",
+ " 2013 | \n",
+ "
\n",
+ " \n",
+ " 9 | \n",
+ " 2012 | \n",
+ " 413 | \n",
+ "
\n",
+ " \n",
+ " 10 | \n",
+ " 2011 | \n",
+ " 204 | \n",
+ "
\n",
+ " \n",
+ " 11 | \n",
+ " 2010 | \n",
+ " 117 | \n",
+ "
\n",
+ " \n",
+ " 12 | \n",
+ " 2009 | \n",
+ " 112 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Revenue\n",
+ "8 2013 2013\n",
+ "9 2012 413\n",
+ "10 2011 204\n",
+ "11 2010 117\n",
+ "12 2009 112"
+ ]
+ },
+ "execution_count": 85,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "tesla_revenue.tail()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "6ef322a4-e492-4e0e-a514-5122180f8654",
+ "metadata": {},
+ "source": [
+ "## Question 3: Use yfinance to Extract Stock Data\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "662635b8-6df0-4db5-a536-a82e6dff05dc",
+ "metadata": {},
+ "source": [
+ "Using the `Ticker` function enter the ticker symbol of the stock we want to extract data on to create a ticker object. The stock is GameStop and its ticker symbol is `GME`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 86,
+ "id": "f45e0206-d410-44f7-869f-f5e8d6985de0",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "game_stop = yf.Ticker(\"GME\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2f9983cb-a323-4f8e-8ff6-e5af19e10286",
+ "metadata": {},
+ "source": [
+ "Using the ticker object and the function `history` extract stock information and save it in a dataframe named `gme_data`. Set the `period` parameter to `max` so we get information for the maximum amount of time.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 87,
+ "id": "5da839c4-31ae-49aa-ace9-fdebade2eb3b",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "gme_hist = game_stop.history(period=\"max\")\n",
+ "gme_data = pd.DataFrame(gme_hist)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1620f225-e2d6-4ba8-ac99-9e701fdcdea0",
+ "metadata": {},
+ "source": [
+ "**Reset the index** using the `reset_index(inplace=True)` function on the gme_data DataFrame and display the first five rows of the `gme_data` dataframe using the `head` function. Take a screenshot of the results and code from the beginning of Question 3 to the results below.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 88,
+ "id": "e5dbf4a7-d32e-412b-b6c5-1b22fd5944ed",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Open | \n",
+ " High | \n",
+ " Low | \n",
+ " Close | \n",
+ " Volume | \n",
+ " Dividends | \n",
+ " Stock Splits | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 2002-02-13 | \n",
+ " 1.620128 | \n",
+ " 1.693350 | \n",
+ " 1.603296 | \n",
+ " 1.691667 | \n",
+ " 76216000 | \n",
+ " 0.0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 2002-02-14 | \n",
+ " 1.712708 | \n",
+ " 1.716074 | \n",
+ " 1.670626 | \n",
+ " 1.683251 | \n",
+ " 11021600 | \n",
+ " 0.0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 2002-02-15 | \n",
+ " 1.683250 | \n",
+ " 1.687458 | \n",
+ " 1.658001 | \n",
+ " 1.674834 | \n",
+ " 8389600 | \n",
+ " 0.0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 2002-02-19 | \n",
+ " 1.666418 | \n",
+ " 1.666418 | \n",
+ " 1.578047 | \n",
+ " 1.607504 | \n",
+ " 7410400 | \n",
+ " 0.0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 2002-02-20 | \n",
+ " 1.615920 | \n",
+ " 1.662210 | \n",
+ " 1.603296 | \n",
+ " 1.662210 | \n",
+ " 6892800 | \n",
+ " 0.0 | \n",
+ " 0.0 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Open High Low Close Volume Dividends \\\n",
+ "0 2002-02-13 1.620128 1.693350 1.603296 1.691667 76216000 0.0 \n",
+ "1 2002-02-14 1.712708 1.716074 1.670626 1.683251 11021600 0.0 \n",
+ "2 2002-02-15 1.683250 1.687458 1.658001 1.674834 8389600 0.0 \n",
+ "3 2002-02-19 1.666418 1.666418 1.578047 1.607504 7410400 0.0 \n",
+ "4 2002-02-20 1.615920 1.662210 1.603296 1.662210 6892800 0.0 \n",
+ "\n",
+ " Stock Splits \n",
+ "0 0.0 \n",
+ "1 0.0 \n",
+ "2 0.0 \n",
+ "3 0.0 \n",
+ "4 0.0 "
+ ]
+ },
+ "execution_count": 88,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "gme_data.reset_index(inplace=True)\n",
+ "gme_data.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "96df5f96-275e-47fb-9f39-509e09adbab6",
+ "metadata": {},
+ "source": [
+ "## Question 4: Use Webscraping to Extract GME Revenue Data\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d40ea356-9393-4bf7-a67f-f95741863ad7",
+ "metadata": {},
+ "source": [
+ "Use the `requests` library to download the webpage https://cf-courses-data.s3.us.cloud-object-storage.appdomain.cloud/IBMDeveloperSkillsNetwork-PY0220EN-SkillsNetwork/labs/project/stock.html. Save the text of the response as a variable named `html_data`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 106,
+ "id": "35ddd411-d1c1-4a06-9f2e-b1a31566ef2c",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "data = requests.get(\"https://cf-courses-data.s3.us.cloud-object-storage.appdomain.cloud/IBMDeveloperSkillsNetwork-PY0220EN-SkillsNetwork/labs/project/stock.html\")\n",
+ "html_data = data.text"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "18de3ace-3412-47aa-ae7f-97d486debff9",
+ "metadata": {},
+ "source": [
+ "Parse the html data using `beautiful_soup`.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 107,
+ "id": "c932e23d-cd21-4e85-afc8-7e3193134d74",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [],
+ "source": [
+ "soup = BeautifulSoup(html_data, \"html.parser\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2b8e8a88-b39e-4ca0-82e7-d833cf090e85",
+ "metadata": {},
+ "source": [
+ "Using `BeautifulSoup` or the `read_html` function extract the table with `GameStop Quarterly Revenue` and store it into a dataframe named `gme_revenue`. The dataframe should have columns `Date` and `Revenue`. Make sure the comma and dollar sign is removed from the `Revenue` column using a method similar to what you did in Question 2.\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2c7f53d6-b641-4f2a-b7c0-09946f07300f",
+ "metadata": {},
+ "source": [
+ "Click here if you need help locating the table
\n",
+ "\n",
+ "```\n",
+ " \n",
+ "Below is the code to isolate the table, you will now need to loop through the rows and columns like in the previous lab\n",
+ " \n",
+ "soup.find_all(\"tbody\")[1]\n",
+ " \n",
+ "If you want to use the read_html function the table is located at index 1\n",
+ "\n",
+ "\n",
+ "```\n",
+ "\n",
+ " \n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 95,
+ "id": "0435b643-007e-4713-bf52-f3bc2d3fc611",
+ "metadata": {
+ "tags": []
+ },
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Revenue | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 | \n",
+ " 2021 | \n",
+ " 53823 | \n",
+ "
\n",
+ " \n",
+ " 1 | \n",
+ " 2020 | \n",
+ " 31536 | \n",
+ "
\n",
+ " \n",
+ " 2 | \n",
+ " 2019 | \n",
+ " 24578 | \n",
+ "
\n",
+ " \n",
+ " 3 | \n",
+ " 2018 | \n",
+ " 21461 | \n",
+ "
\n",
+ " \n",
+ " 4 | \n",
+ " 2017 | \n",
+ " 11759 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Revenue\n",
+ "0 2021 53823\n",
+ "1 2020 31536\n",
+ "2 2019 24578\n",
+ "3 2018 21461\n",
+ "4 2017 11759"
+ ]
+ },
+ "execution_count": 95,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "gme_revenue = pd.DataFrame(columns=[\"Date\", \"Revenue\"])\n",
+ "for row in beautiful_soup.find(\"tbody\").find_all(\"tr\"):\n",
+ " col = row.find_all('td')\n",
+ " date = col[0].text\n",
+ " revenue = col[1].text.replace(\"$\", \"\").replace(\",\", \"\")\n",
+ " gme_revenue = gme_revenue.append({\"Date\": date, \"Revenue\": revenue}, ignore_index=True)\n",
+ "\n",
+ "gme_revenue.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "bf5f0a15-d2bc-48e0-9899-4020ed99dbd7",
+ "metadata": {},
+ "source": [
+ "Display the last five rows of the `gme_revenue` dataframe using the `tail` function. Take a screenshot of the results.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 94,
+ "id": "fce8dbe5-c305-48f4-aecb-487126ac37b3",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " Date | \n",
+ " Revenue | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " 8 | \n",
+ " 2013 | \n",
+ " 2013 | \n",
+ "
\n",
+ " \n",
+ " 9 | \n",
+ " 2012 | \n",
+ " 413 | \n",
+ "
\n",
+ " \n",
+ " 10 | \n",
+ " 2011 | \n",
+ " 204 | \n",
+ "
\n",
+ " \n",
+ " 11 | \n",
+ " 2010 | \n",
+ " 117 | \n",
+ "
\n",
+ " \n",
+ " 12 | \n",
+ " 2009 | \n",
+ " 112 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Revenue\n",
+ "8 2013 2013\n",
+ "9 2012 413\n",
+ "10 2011 204\n",
+ "11 2010 117\n",
+ "12 2009 112"
+ ]
+ },
+ "execution_count": 94,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "gme_revenue.tail()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9f78c13c-8932-446f-bb66-7f278b559d3e",
+ "metadata": {},
+ "source": [
+ "## Question 5: Plot Tesla Stock Graph\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f149575a-faf8-41bc-8c35-7b17b7928d89",
+ "metadata": {},
+ "source": [
+ "Use the `make_graph` function to graph the Tesla Stock Data, also provide a title for the graph. The structure to call the `make_graph` function is `make_graph(tesla_data, tesla_revenue, 'Tesla')`. Note the graph will only show data upto June 2021.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 97,
+ "id": "35bf663e-3531-43b2-9447-69500a4fb38b",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ " \n",
+ " "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
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+ {
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+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "make_graph(tesla_data, tesla_revenue, 'Tesla')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c9e237cf-6914-43db-b5cf-c0aaafdbe3ec",
+ "metadata": {},
+ "source": [
+ "## Question 6: Plot GameStop Stock Graph\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7a92ff53-3182-4a8d-b69b-7289e023014b",
+ "metadata": {},
+ "source": [
+ "Use the `make_graph` function to graph the GameStop Stock Data, also provide a title for the graph. The structure to call the `make_graph` function is `make_graph(gme_data, gme_revenue, 'GameStop')`. Note the graph will only show data upto June 2021.\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 98,
+ "id": "d0c80aa1-5117-4ec7-9e0d-e860b7914c14",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "application/vnd.plotly.v1+json": {
+ "config": {
+ "plotlyServerURL": "https://plot.ly"
+ },
+ "data": [
+ {
+ "name": "Share Price",
+ "type": "scatter",
+ "x": [
+ "2002-02-13T00:00:00",
+ "2002-02-14T00:00:00",
+ "2002-02-15T00:00:00",
+ "2002-02-19T00:00:00",
+ "2002-02-20T00:00:00",
+ "2002-02-21T00:00:00",
+ "2002-02-22T00:00:00",
+ "2002-02-25T00:00:00",
+ "2002-02-26T00:00:00",
+ "2002-02-27T00:00:00",
+ "2002-02-28T00:00:00",
+ "2002-03-01T00:00:00",
+ "2002-03-04T00:00:00",
+ "2002-03-05T00:00:00",
+ "2002-03-06T00:00:00",
+ "2002-03-07T00:00:00",
+ "2002-03-08T00:00:00",
+ "2002-03-11T00:00:00",
+ "2002-03-12T00:00:00",
+ "2002-03-13T00:00:00",
+ "2002-03-14T00:00:00",
+ "2002-03-15T00:00:00",
+ "2002-03-18T00:00:00",
+ "2002-03-19T00:00:00",
+ "2002-03-20T00:00:00",
+ "2002-03-21T00:00:00",
+ "2002-03-22T00:00:00",
+ "2002-03-25T00:00:00",
+ "2002-03-26T00:00:00",
+ "2002-03-27T00:00:00",
+ "2002-03-28T00:00:00",
+ "2002-04-01T00:00:00",
+ "2002-04-02T00:00:00",
+ "2002-04-03T00:00:00",
+ "2002-04-04T00:00:00",
+ "2002-04-05T00:00:00",
+ "2002-04-08T00:00:00",
+ "2002-04-09T00:00:00",
+ "2002-04-10T00:00:00",
+ "2002-04-11T00:00:00",
+ "2002-04-12T00:00:00",
+ "2002-04-15T00:00:00",
+ "2002-04-16T00:00:00",
+ "2002-04-17T00:00:00",
+ "2002-04-18T00:00:00",
+ "2002-04-19T00:00:00",
+ "2002-04-22T00:00:00",
+ "2002-04-23T00:00:00",
+ "2002-04-24T00:00:00",
+ "2002-04-25T00:00:00",
+ "2002-04-26T00:00:00",
+ "2002-04-29T00:00:00",
+ "2002-04-30T00:00:00",
+ "2002-05-01T00:00:00",
+ "2002-05-02T00:00:00",
+ "2002-05-03T00:00:00",
+ "2002-05-06T00:00:00",
+ "2002-05-07T00:00:00",
+ "2002-05-08T00:00:00",
+ "2002-05-09T00:00:00",
+ "2002-05-10T00:00:00",
+ "2002-05-13T00:00:00",
+ "2002-05-14T00:00:00",
+ "2002-05-15T00:00:00",
+ "2002-05-16T00:00:00",
+ "2002-05-17T00:00:00",
+ "2002-05-20T00:00:00",
+ "2002-05-21T00:00:00",
+ "2002-05-22T00:00:00",
+ "2002-05-23T00:00:00",
+ "2002-05-24T00:00:00",
+ "2002-05-28T00:00:00",
+ "2002-05-29T00:00:00",
+ "2002-05-30T00:00:00",
+ "2002-05-31T00:00:00",
+ "2002-06-03T00:00:00",
+ "2002-06-04T00:00:00",
+ "2002-06-05T00:00:00",
+ "2002-06-06T00:00:00",
+ "2002-06-07T00:00:00",
+ "2002-06-10T00:00:00",
+ "2002-06-11T00:00:00",
+ "2002-06-12T00:00:00",
+ "2002-06-13T00:00:00",
+ "2002-06-14T00:00:00",
+ "2002-06-17T00:00:00",
+ "2002-06-18T00:00:00",
+ "2002-06-19T00:00:00",
+ "2002-06-20T00:00:00",
+ "2002-06-21T00:00:00",
+ "2002-06-24T00:00:00",
+ "2002-06-25T00:00:00",
+ "2002-06-26T00:00:00",
+ "2002-06-27T00:00:00",
+ "2002-06-28T00:00:00",
+ "2002-07-01T00:00:00",
+ "2002-07-02T00:00:00",
+ "2002-07-03T00:00:00",
+ "2002-07-05T00:00:00",
+ "2002-07-08T00:00:00",
+ "2002-07-09T00:00:00",
+ "2002-07-10T00:00:00",
+ "2002-07-11T00:00:00",
+ "2002-07-12T00:00:00",
+ "2002-07-15T00:00:00",
+ "2002-07-16T00:00:00",
+ "2002-07-17T00:00:00",
+ "2002-07-18T00:00:00",
+ "2002-07-19T00:00:00",
+ "2002-07-22T00:00:00",
+ "2002-07-23T00:00:00",
+ "2002-07-24T00:00:00",
+ "2002-07-25T00:00:00",
+ "2002-07-26T00:00:00",
+ "2002-07-29T00:00:00",
+ "2002-07-30T00:00:00",
+ "2002-07-31T00:00:00",
+ "2002-08-01T00:00:00",
+ "2002-08-02T00:00:00",
+ "2002-08-05T00:00:00",
+ "2002-08-06T00:00:00",
+ "2002-08-07T00:00:00",
+ "2002-08-08T00:00:00",
+ "2002-08-09T00:00:00",
+ "2002-08-12T00:00:00",
+ "2002-08-13T00:00:00",
+ "2002-08-14T00:00:00",
+ "2002-08-15T00:00:00",
+ "2002-08-16T00:00:00",
+ "2002-08-19T00:00:00",
+ "2002-08-20T00:00:00",
+ "2002-08-21T00:00:00",
+ "2002-08-22T00:00:00",
+ "2002-08-23T00:00:00",
+ "2002-08-26T00:00:00",
+ "2002-08-27T00:00:00",
+ "2002-08-28T00:00:00",
+ "2002-08-29T00:00:00",
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",
+ "text/html": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "make_graph(gme_data, gme_revenue, 'GameStop')"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "2a3dfd40-cc64-45eb-b227-f5fac413302b",
+ "metadata": {},
+ "source": [
+ "About the Authors:
\n",
+ "\n",
+ "Joseph Santarcangelo has a PhD in Electrical Engineering, his research focused on using machine learning, signal processing, and computer vision to determine how videos impact human cognition. Joseph has been working for IBM since he completed his PhD.\n",
+ "\n",
+ "Azim Hirjani\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "f0241bee-799c-4d33-8a95-0d5572066f14",
+ "metadata": {},
+ "source": [
+ "## Change Log\n",
+ "\n",
+ "| Date (YYYY-MM-DD) | Version | Changed By | Change Description |\n",
+ "| ----------------- | ------- | ------------- | ------------------------- |\n",
+ "| 2022-02-28 | 1.2 | Lakshmi Holla | Changed the URL of GameStop |\n",
+ "| 2020-11-10 | 1.1 | Malika Singla | Deleted the Optional part |\n",
+ "| 2020-08-27 | 1.0 | Malika Singla | Added lab to GitLab |\n",
+ "\n",
+ "
\n",
+ "\n",
+ "## © IBM Corporation 2020. All rights reserved. \n",
+ "\n",
+ "
\n"
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python",
+ "language": "python",
+ "name": "conda-env-python-py"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
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+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
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+ }
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+}