project_argument/argument.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "worldwide-blood",
   "metadata": {},
   "source": [
    "# Introduction"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "understanding-numbers",
   "metadata": {},
   "source": [
    "This research examines teen technology habits as reported by teens in the year 2018. The connection between age and amount of time spent on technology is first examined, followed by an analysis of teen perceptions about fitting in and social media usage and how those perceptions vary based on technology usage."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "greater-circular",
   "metadata": {},
   "source": [
    "## Overarching Question: What effect does technology usage have on teen mental health?"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "appreciated-testimony",
   "metadata": {},
   "source": [
    "I first became interested in this topic after recently reading “The Anxious Generation” by Johnathan Haidt. In this book, Haidt explores how the wide prevalence of the smartphone and social media has rewired childhood for kids during middle school and early high school. His main premise is that increased social media and smartphone usage has led to the massive increases in depression and anxiety we have seen since 2012, which is about the same time the smartphone became readily available. While I think this project will be similar to his work, I will not set out to look at his main premise, but rather explore some other ideas related to teen tech habits. This question also has relevance to my work as a teacher where social media is a daily part of my students’ lives. "
   ]
  },
  {
   "cell_type": "markdown",
   "id": "permanent-pollution",
   "metadata": {},
   "source": [
    "# Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "technical-evans",
   "metadata": {},
   "outputs": [],
   "source": [
    "#Include any import statements you will need\n",
    "import pandas as pd\n",
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "overhead-sigma",
   "metadata": {},
   "outputs": [],
   "source": [
    "### 💻 FILL IN YOUR DATASET FILE NAME BELOW 💻 ###\n",
    "\n",
    "file_name = \"March 7-April 10, 2018 - Teens and Tech Survey - CSV.csv\"\n",
    "dataset_path = \"data/\" + file_name\n",
    "\n",
    "df = pd.read_csv(dataset_path)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "heated-blade",
   "metadata": {},
   "outputs": [
    {
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>CASEID</th>\n",
       "      <th>SURV_LANG</th>\n",
       "      <th>FITIN</th>\n",
       "      <th>FRIEND1</th>\n",
       "      <th>FRIEND2</th>\n",
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       "      <th>FRIEND4_3</th>\n",
       "      <th>FRIEND4_4</th>\n",
       "      <th>...</th>\n",
       "      <th>HH25</th>\n",
       "      <th>HH612</th>\n",
       "      <th>HH1317</th>\n",
       "      <th>HH18OV</th>\n",
       "      <th>CO_DATE</th>\n",
       "      <th>DURATION</th>\n",
       "      <th>SURV_MODE</th>\n",
       "      <th>MODE_END</th>\n",
       "      <th>DEVICE</th>\n",
       "      <th>WEIGHT</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>Desktop</td>\n",
       "      <td>0.794092</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>7</td>\n",
       "      <td>EN</td>\n",
       "      <td>2.0</td>\n",
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       "      <td>3</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>4</td>\n",
       "      <td>20180324</td>\n",
       "      <td>17.850000</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>Smartphone</td>\n",
       "      <td>0.313173</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>9</td>\n",
       "      <td>EN</td>\n",
       "      <td>2.0</td>\n",
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       "      <td>3</td>\n",
       "      <td>0</td>\n",
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       "      <td>1</td>\n",
       "      <td>...</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>20180323</td>\n",
       "      <td>12.316667</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>Smartphone</td>\n",
       "      <td>0.357175</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>10</td>\n",
       "      <td>EN</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4</td>\n",
       "      <td>3</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>20180402</td>\n",
       "      <td>9.733333</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>Smartphone</td>\n",
       "      <td>0.762108</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>13</td>\n",
       "      <td>EN</td>\n",
       "      <td>2.0</td>\n",
       "      <td>4</td>\n",
       "      <td>4</td>\n",
       "      <td>2</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
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       "      <td>...</td>\n",
       "      <td>0</td>\n",
       "      <td>1</td>\n",
       "      <td>2</td>\n",
       "      <td>3</td>\n",
       "      <td>20180308</td>\n",
       "      <td>14.633333</td>\n",
       "      <td>2</td>\n",
       "      <td>2</td>\n",
       "      <td>Smartphone</td>\n",
       "      <td>0.842675</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 176 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "   CASEID SURV_LANG  FITIN  FRIEND1  FRIEND2  FRIEND3  FRIEND4_1  FRIEND4_2  \\\n",
       "0       2        EN    NaN        3        1        2          0          1   \n",
       "1       7        EN    2.0        2        1        3          1          1   \n",
       "2       9        EN    2.0        2        1        3          0          0   \n",
       "3      10        EN    1.0        4        3        2          0          1   \n",
       "4      13        EN    2.0        4        4        2          0          1   \n",
       "\n",
       "   FRIEND4_3  FRIEND4_4  ...  HH25  HH612  HH1317 HH18OV   CO_DATE   DURATION  \\\n",
       "0          0          1  ...     1      3       2      4  20180322  22.866667   \n",
       "1          1          0  ...     0      2       2      4  20180324  17.850000   \n",
       "2          0          1  ...     1      2       1      2  20180323  12.316667   \n",
       "3          1          0  ...     0      0       1      2  20180402   9.733333   \n",
       "4          0          0  ...     0      1       2      3  20180308  14.633333   \n",
       "\n",
       "  SURV_MODE MODE_END      DEVICE    WEIGHT  \n",
       "0         1        1     Desktop  0.794092  \n",
       "1         2        2  Smartphone  0.313173  \n",
       "2         2        2  Smartphone  0.357175  \n",
       "3         2        2  Smartphone  0.762108  \n",
       "4         2        2  Smartphone  0.842675  \n",
       "\n",
       "[5 rows x 176 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df.head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "continental-franklin",
   "metadata": {},
   "source": [
    "**Data Overview**\n",
    "\n",
    "This data set shows the results of a survey by the Pew Research Center given to teens in 2018. Teens were asked various questions about technology and most were answered on a scale of 0-4. The dataset also includes some general demographic information. A key supplements the data which includes the full question and responses for each question. I will refer to those questions and responses in the methods and results below."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "infinite-instrument",
   "metadata": {},
   "source": [
    "# Methods and Results"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "26501d6d-81d8-499c-b226-618e43fee349",
   "metadata": {},
   "source": [
    "First, the data relevant to this study will be extracted into a new data set.\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "basic-canadian",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
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       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AGE</th>\n",
       "      <th>INTREQ</th>\n",
       "      <th>FITIN</th>\n",
       "      <th>SOC1</th>\n",
       "    </tr>\n",
       "  </thead>\n",
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       "      <th>1</th>\n",
       "      <td>15</td>\n",
       "      <td>1</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2.0</td>\n",
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       "      <th>2</th>\n",
       "      <td>13</td>\n",
       "      <td>2</td>\n",
       "      <td>2.0</td>\n",
       "      <td>3.0</td>\n",
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       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>17</td>\n",
       "      <td>1</td>\n",
       "      <td>1.0</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>15</td>\n",
       "      <td>2</td>\n",
       "      <td>2.0</td>\n",
       "      <td>2.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "   AGE  INTREQ  FITIN  SOC1\n",
       "0   14       5    NaN   3.0\n",
       "1   15       1    2.0   2.0\n",
       "2   13       2    2.0   3.0\n",
       "3   17       1    1.0   2.0\n",
       "4   15       2    2.0   2.0"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "new_df=df[['AGE','INTREQ','FITIN','SOC1']]\n",
    "new_df.head()"
   ]
  },
  {
   "cell_type": "raw",
   "id": "b7ff5919-a432-41dd-9213-10861771dcfe",
   "metadata": {},
   "source": [
    "AGE indicates participant age\n",
    "INTREQ indicates frequency of which a teen uses technology (further defined below)\n",
    "FITIN indicates how well a teen thinks he or she fits in\n",
    "SOC1 indicates what effect teens think social media has on teens their age."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "recognized-positive",
   "metadata": {},
   "source": [
    "## First Research Question: How does the amount of time teens spend on technology vary by age?\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "graduate-palmer",
   "metadata": {},
   "source": [
    "### Methods"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "endless-variation",
   "metadata": {},
   "source": [
    "Teens in this survery were grouped into 5 age categories ranging incluisviely from age 13 to age 17. The number of participants in each category was roughly equal as indicated in the percentage of respondents by age in the table below."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "bdf7dd26-d0c1-469e-9458-bf014cd02200",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "13    0.220727\n",
       "15    0.211306\n",
       "16    0.192463\n",
       "17    0.191117\n",
       "14    0.184388\n",
       "Name: AGE, dtype: float64"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "new_df.AGE.value_counts(normalize=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "def017b8-7537-4963-9c50-2f9087260cfb",
   "metadata": {},
   "source": [
    "This question is answered by generating a plot showing the number of teens that responded for each level of self reported technology usage. Responses were further broken down by age to determine if their was any trend or pattern in technology usage by age. \n",
    "\n",
    "The question teens were asked in the survey was \"How frequently do you use technology?\" and their responses were given a numeric score of 1-5 based on:\n",
    "1- Almost constantly\n",
    "2- Several Times a Day\n",
    "3- About Once a Day\n",
    "4- Several times a week\n",
    "5- Less often\n",
    "\n",
    "These numeric scores were translated back into the category titles on the plot in order to more clearly present the data.\n",
    "\n",
    "In addition, a second plot was also constructed which focused on the more frequent responses (almost constantly and several times a day). This plot shows only the number of teens who responded to these 2 questions further sorted by age. This provides an additional way to look at the most frequent responses in the data."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "portuguese-japan",
   "metadata": {},
   "source": [
    "### Results "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "negative-highlight",
   "metadata": {},
   "outputs": [],
   "source": [
    "import seaborn as sns\n",
    "sns.set_theme()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "victorian-burning",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data=new_df, x=\"AGE\", hue=\"INTREQ\")\n",
    "plt.title('Figure 1:Number of Respondents in Each Age Category Bassed on How Frequently They Utilize Technology')\n",
    "plt.xlabel('Age')\n",
    "plt.ylabel('Number of Respondents')\n",
    "handles, labels = plt.gca().get_legend_handles_labels()\n",
    "new_labels = [\"Almost Constantly\", \"Several Times a Day\", \"About Once a Day\", \"Several times a week\", \"Less often\"]\n",
    "plt.legend(handles, new_labels, title=\"Technology Freqency\", loc='upper right', prop={'size': 7})\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "id": "2eff3a2b-30ca-4cf3-b365-d41acc121ece",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/c3/lngy07lx6hx3_kdztwrlr7j80000gn/T/ipykernel_13654/3589548713.py:3: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  new_df[\"Tech Frequency\"] = pd.cut(new_df.INTREQ, bins=bins,labels=labels)\n"
     ]
    }
   ],
   "source": [
    "bins = [0, 1, 2]\n",
    "labels = [\"Almost Constantly\", \"Several Times Per Day\"]\n",
    "new_df[\"Tech Frequency\"] = pd.cut(new_df.INTREQ, bins=bins,labels=labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "fa39e859-5e46-4592-a0ac-d4ffd00a5038",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0, 0.5, 'Number of Respondents')"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data=new_df, x=\"Tech Frequency\", hue=\"AGE\")\n",
    "plt.title('Figure 2:Number of Teens That Use Technology Almost Constantly or Several Times Per Day Sorted by Age')\n",
    "plt.ylabel('Number of Respondents')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "collectible-puppy",
   "metadata": {},
   "source": [
    "## Second Research Question: How does frequency of using technology correspond with how well a teen perceives he or she fits in? How does frequency of using technology correspond with how much a teen thinks social media has an effect on people their age?\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "demographic-future",
   "metadata": {},
   "source": [
    "### Methods"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "incorporate-roller",
   "metadata": {},
   "source": [
    "This question will continue to look at the responses sorted by age, but this time will focus on the responses to 2 questions.\n",
    "\n",
    "The first, \"In general, which of the following statements comes closest to describing how you see yourself compared with other people your age where you live?\" where the choices were 1-I tend to fit in pretty easily or 2-I tend to stand out.\n",
    "\n",
    "And the second, \"Overall, what effect would you say social media has had on people your age?\", where the choices were 1-mostly positive, 2- mostly negative, or 3- neither positive or negative.\n",
    "\n",
    "The data in this section will also be reported using 2 plots. Both plots show the number of respondents vs. how frequently they use technology, with each plot having multiple bars for each technology category. In plot 1, the multiple bars indicate how well a teen reports fitting in (Fit In Easily or Tend to Stand Out), and in plot 2, the bars indicate the effect teens self-report of social media having on others their age (Positive, Negative, or Neither).\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "juvenile-creation",
   "metadata": {},
   "source": [
    "### Results "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "4012b7b5-54db-4544-b4f3-ceb3c009b496",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/var/folders/c3/lngy07lx6hx3_kdztwrlr7j80000gn/T/ipykernel_13654/1502103936.py:3: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  new_df[\"Technology Usage\"] = pd.cut(new_df.INTREQ, bins=bins,labels=labels)\n"
     ]
    }
   ],
   "source": [
    "bins = [0, 1, 2,3,4,5]\n",
    "labels = [\"Almost Constantly\", \"Several Times Per Day\", \"About Once a Day\", \"Several Times Per Week\", \"Less Often\"]\n",
    "new_df[\"Technology Usage\"] = pd.cut(new_df.INTREQ, bins=bins,labels=labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "pursuant-surrey",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data=new_df, x=\"Technology Usage\", hue=\"FITIN\")\n",
    "plt.title('Figure 3:Teen Percetpion of How Well They Fit In Sorted by How Frequently They Use Technology')\n",
    "plt.ylabel('Number of Respondents')\n",
    "handles, labels = plt.gca().get_legend_handles_labels()\n",
    "new_labels = [\"Fit In Easily\", \"Tend to Stand Out\"]\n",
    "plt.legend(handles, new_labels, title=\"How Well Teens Perceive Fitting In\", loc='upper right', prop={'size': 10})\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "cc664a81-b409-4d9c-b7c0-dc98b22f7b3c",
   "metadata": {},
   "outputs": [],
   "source": [
    "bins = [0, 1, 2,3,4,5]\n",
    "labels = [\"Almost Constantly\", \"Several Times Per Day\", \"About Once a Day\", \"Several Times Per Week\", \"Less Often\"]\n",
    "new_df[\"Technology Usage\"] = pd.cut(new_df.INTREQ, bins=bins,labels=labels)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "located-night",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sns.countplot(data=new_df, x=\"Technology Usage\", hue=\"SOC1\")\n",
    "plt.title('Figure 4:Teen Percetpion of Impact of Social Media Sorted by How Frequently They Use Technology')\n",
    "plt.ylabel('Number of Respondents')\n",
    "handles, labels = plt.gca().get_legend_handles_labels()\n",
    "new_labels = [\"Mostly Positive\", \"Mostly Negative\", \"Neither Negaitve nor Positive\"]\n",
    "plt.legend(handles, new_labels, title=\"Teen Perception of Impact of Social Media\", loc='upper right', prop={'size': 8})\n",
    "plt.xticks(rotation = 90)\n",
    "plt.show()"
   ]
  },
  {
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   "metadata": {},
   "source": [
    "# Discussion"
   ]
  },
  {
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   "source": [
    "## Considerations"
   ]
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   "source": [
    "The results provide some information to help establish a relationship between technology use and teen mental health. However, there were several major limitations in the data set that leads to more research and analysis needing to be conducted.\n",
    "\n",
    "The first limitation was that teen technology usage was only characterized as frequency per day and not hours per day. For technology usage, most teens fell in the \"almost constantly\" or \"several times per day\" category, within which there could still be a lot of variation in technology usage. I had hoped in this research to establish a greater trend between hours of tech use and response to the fiting in and social media usage questions, however the way the data was collected (amount per day rather than hours) made it impossible to establish such a trend.\n",
    "\n",
    "The second limitation was that the responses to the \"FITIN\" and \"SOC1\" questions only had 2 or 3 responses. It would have been easier to establish a trend or pattern had these responses been on a Likert-type (1-10) scale.\n",
    "\n",
    "Overall, this data set would have been better used to establish patterns over years (for example, comparing the 2018 survey to the same survey given previously). However, the minimal usefulness of the data fits with one of Haidt's main ideas in The Anxious Generation, that there is minimal useful data still available on this topic. This research was also consistent with one of the flaws Haidt noted, which is that most research about teen technology usage is self-reported, although this may be a limiting factor in any research study on this topic, unless there is access to teen activity reports on their phones and electronic devices.\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "beneficial-invasion",
   "metadata": {},
   "source": [
    "## Summary"
   ]
  },
  {
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   "id": "about-raise",
   "metadata": {},
   "source": [
    "Despite the limitations described above, a few conclusions can be drawn from this data analysis.\n",
    "\n",
    "For the first question, most teens consume technology either almost constantly or several times per day. By age, there is not much variation in usage, although a statistical analysis could be performed in a future project to calculate the mean tech usage for all ages and then see if any individual age is outside of the standard deviation of the tech usage for the all ages group.\n",
    "\n",
    "For the first part of the second research question, the groups that used technology the most (almost constantly) had about the same number of students who felt they fit vs. not fit in. The 'several times per day' group had more students say they don't fit in than do fit in, and the 'once a day' and 'several times per week' groups both had students say they fit in more than they don't fit in. The last group, 'less often', had more students indicate they don't fit in than do fit in. While there may be a trend emerging indicating an optimal amount of technology for establishing a sense of belonging, the low overall response rate for less frequent technology usage, leads to the conclusion that there is not enough available data in this set to establish such a pattern.\n",
    "\n",
    "For the second part of the second research question, in each technology usage category, most respondents felt social media had neither a positive or negative effect on their peers. Teens who used technology almost constantly had more participants agree that it was a positive influence than a negative influence and teens who used technology several times a day reversed this pattern with more saying it had a negative influence than a positive influence. For teens that used technology less frequeuntly (in the last 3 groups), most still indicated that it was neither positive nor negative, with the next largest respondent group saying it had a negative effect, with the fewest respondents in those last 3 categories thinking it had a positive effect. While there is not enough data to draw a conclusion here as well, this could lead to future research about teen perceptions about technology usage vs. other measurable factors (mental health referrals, trouble at school, etc.) to perhaps explore the question of if teens who use technology more view it as positive even though there may be other indicators that show the correalation as negative. Do teens who use technology more simply view it as more positive because they use it more? Again, further research is needed."
   ]
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