344 lines
166 KiB
Plaintext
344 lines
166 KiB
Plaintext
{
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"cells": [
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"Лабораторная 1"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"Выгрузка данных из csv файла в датафрейм"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 6,
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"Index(['Pregnancies', 'Glucose', 'BloodPressure', 'SkinThickness', 'Insulin',\n",
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" 'BMI', 'DiabetesPedigreeFunction', 'Age', 'Outcome'],\n",
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" dtype='object')\n"
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]
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}
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],
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"source": [
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"import pandas as pd\n",
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"import matplotlib.pyplot as plt\n",
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"df = pd.read_csv(\".//static//scv//diabetes.csv\")\n",
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"print(df.columns)"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"Посмотрим краткое содержание датасета. Видим, что датасет состоит из 768 строк и 9 столбцов"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 7,
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"metadata": {},
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"outputs": [
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{
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"name": "stdout",
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"output_type": "stream",
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"text": [
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"<class 'pandas.core.frame.DataFrame'>\n",
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"RangeIndex: 768 entries, 0 to 767\n",
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"Data columns (total 9 columns):\n",
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" # Column Non-Null Count Dtype \n",
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"--- ------ -------------- ----- \n",
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" 0 Pregnancies 768 non-null int64 \n",
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" 1 Glucose 768 non-null int64 \n",
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" 2 BloodPressure 768 non-null int64 \n",
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" 3 SkinThickness 768 non-null int64 \n",
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" 4 Insulin 768 non-null int64 \n",
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" 5 BMI 768 non-null float64\n",
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" 6 DiabetesPedigreeFunction 768 non-null float64\n",
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" 7 Age 768 non-null int64 \n",
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" 8 Outcome 768 non-null int64 \n",
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"dtypes: float64(2), int64(7)\n",
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"memory usage: 54.1 KB\n"
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]
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},
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{
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"data": {
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"text/html": [
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"<div>\n",
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"<style scoped>\n",
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" .dataframe tbody tr th:only-of-type {\n",
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" vertical-align: middle;\n",
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" }\n",
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"\n",
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" .dataframe tbody tr th {\n",
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" vertical-align: top;\n",
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" }\n",
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"\n",
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" .dataframe thead th {\n",
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" text-align: right;\n",
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" }\n",
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"</style>\n",
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"<table border=\"1\" class=\"dataframe\">\n",
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" <thead>\n",
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" <tr style=\"text-align: right;\">\n",
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" <th></th>\n",
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" <th>Pregnancies</th>\n",
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" <th>Glucose</th>\n",
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" <th>BloodPressure</th>\n",
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" <th>SkinThickness</th>\n",
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" <th>Insulin</th>\n",
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" <th>BMI</th>\n",
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" <th>DiabetesPedigreeFunction</th>\n",
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" <th>Age</th>\n",
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" <th>Outcome</th>\n",
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" </tr>\n",
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" </thead>\n",
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" <tbody>\n",
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" <tr>\n",
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" <th>0</th>\n",
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" <td>6</td>\n",
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" <td>148</td>\n",
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" <td>72</td>\n",
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" <td>35</td>\n",
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" <td>0</td>\n",
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" <td>33.6</td>\n",
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" <td>0.627</td>\n",
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" <td>50</td>\n",
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" <td>1</td>\n",
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" </tr>\n",
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" <tr>\n",
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" <th>1</th>\n",
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" <td>1</td>\n",
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" <td>85</td>\n",
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" <td>66</td>\n",
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" <td>29</td>\n",
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" <td>0</td>\n",
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" <td>26.6</td>\n",
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" <td>0.351</td>\n",
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" <td>31</td>\n",
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" <td>0</td>\n",
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" </tr>\n",
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" <tr>\n",
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" <th>2</th>\n",
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" <td>8</td>\n",
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" <td>183</td>\n",
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" <td>64</td>\n",
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" <td>0</td>\n",
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" <td>0</td>\n",
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" <td>23.3</td>\n",
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" <td>0.672</td>\n",
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" <td>32</td>\n",
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" <td>1</td>\n",
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" </tr>\n",
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" <tr>\n",
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" <th>3</th>\n",
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" <td>1</td>\n",
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" <td>89</td>\n",
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" <td>66</td>\n",
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" <td>23</td>\n",
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" <td>94</td>\n",
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" <td>28.1</td>\n",
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" <td>0.167</td>\n",
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" <td>21</td>\n",
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" <td>0</td>\n",
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" </tr>\n",
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" <tr>\n",
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" <th>4</th>\n",
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" <td>0</td>\n",
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" <td>137</td>\n",
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" <td>40</td>\n",
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" <td>35</td>\n",
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" <td>168</td>\n",
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" <td>43.1</td>\n",
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" <td>2.288</td>\n",
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" <td>33</td>\n",
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" <td>1</td>\n",
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" </tr>\n",
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" </tbody>\n",
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"</table>\n",
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"</div>"
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],
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"text/plain": [
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" Pregnancies Glucose BloodPressure SkinThickness Insulin BMI \\\n",
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"0 6 148 72 35 0 33.6 \n",
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"1 1 85 66 29 0 26.6 \n",
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"2 8 183 64 0 0 23.3 \n",
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"3 1 89 66 23 94 28.1 \n",
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"4 0 137 40 35 168 43.1 \n",
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"\n",
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" DiabetesPedigreeFunction Age Outcome \n",
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"0 0.627 50 1 \n",
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"1 0.351 31 0 \n",
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"2 0.672 32 1 \n",
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"3 0.167 21 0 \n",
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"4 2.288 33 1 "
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]
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},
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"execution_count": 7,
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"metadata": {},
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"output_type": "execute_result"
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}
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],
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"source": [
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"df.info()\n",
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"df.head()"
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]
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},
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{
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"cell_type": "markdown",
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"metadata": {},
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"source": [
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"Группируем данные по возрасту и вычисляем среднее значение глюкозы для каждой возрастной группы"
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]
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},
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{
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"cell_type": "code",
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"execution_count": 9,
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"metadata": {},
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"outputs": [
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{
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"data": {
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",
|
||
"text/plain": [
|
||
"<Figure size 1400x800 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"glucose_by_age = df.groupby(['Age'])['BloodPressure'].mean()\n",
|
||
"\n",
|
||
"glucose_by_age.plot(kind='bar', figsize=(14, 8), width=0.6)\n",
|
||
"plt.title('Уровень глюкозы с возрастом')\n",
|
||
"plt.xlabel('Возраст')\n",
|
||
"plt.ylabel('Уровень глюкозы')\n",
|
||
"plt.xticks(rotation=0)\n",
|
||
"plt.show()"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Данная диаграмма отображает среднее количество глюкозы для каждой возрастной группы, что позволяет сделать вывод о том, как уровень глюкозы изменяется с возрастом."
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 10,
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 1000x600 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"plt.figure(figsize=(10, 6))\n",
|
||
"plt.scatter(df['Age'], df['BloodPressure'], alpha=0.5)\n",
|
||
"plt.title('Уровень давления относительно возраста')\n",
|
||
"plt.xlabel('Возраст')\n",
|
||
"plt.ylabel('Уровень давления')\n",
|
||
"plt.grid(True)\n",
|
||
"plt.show()"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Данная диаграмма отображает уровень давления относительно возраста, что позволяет сделать вывод о том, как уровень давления изменяется с возрастом."
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "code",
|
||
"execution_count": 12,
|
||
"metadata": {},
|
||
"outputs": [
|
||
{
|
||
"data": {
|
||
"text/plain": [
|
||
"<Figure size 1000x600 with 0 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
},
|
||
{
|
||
"data": {
|
||
"image/png": 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",
|
||
"text/plain": [
|
||
"<Figure size 640x480 with 1 Axes>"
|
||
]
|
||
},
|
||
"metadata": {},
|
||
"output_type": "display_data"
|
||
}
|
||
],
|
||
"source": [
|
||
"subset_df = df.iloc[0:30]\n",
|
||
"insulin = subset_df.groupby('Age')['Insulin'].mean()\n",
|
||
"bmi = subset_df.groupby('Age')['BMI'].mean()\n",
|
||
"\n",
|
||
"average_df = pd.DataFrame({\n",
|
||
" 'Insulin': insulin,\n",
|
||
" 'BMI': bmi\n",
|
||
"})\n",
|
||
"\n",
|
||
"plt.figure(figsize=(10, 6))\n",
|
||
"average_df.plot.line()\n",
|
||
"plt.title('Среднее значение инсулина и индекса тела по возрасту')\n",
|
||
"plt.xlabel('Возраст')\n",
|
||
"plt.ylabel('Среднее значение')\n",
|
||
"plt.grid(True)\n",
|
||
"plt.show()"
|
||
]
|
||
},
|
||
{
|
||
"cell_type": "markdown",
|
||
"metadata": {},
|
||
"source": [
|
||
"Данный график отображает среднее значение инсулина и индекса тела по возрасту, что позволяет сделать вывод о том, как эти показатели изменяются с возрастом."
|
||
]
|
||
}
|
||
],
|
||
"metadata": {
|
||
"kernelspec": {
|
||
"display_name": "Python 3",
|
||
"language": "python",
|
||
"name": "python3"
|
||
},
|
||
"language_info": {
|
||
"codemirror_mode": {
|
||
"name": "ipython",
|
||
"version": 3
|
||
},
|
||
"file_extension": ".py",
|
||
"mimetype": "text/x-python",
|
||
"name": "python",
|
||
"nbconvert_exporter": "python",
|
||
"pygments_lexer": "ipython3",
|
||
"version": "3.12.6"
|
||
}
|
||
},
|
||
"nbformat": 4,
|
||
"nbformat_minor": 2
|
||
}
|