3.4. Графичко представљање низова података.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Графичко представљање низова података"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Задатак 1\n",
    "1. Направити два низа, gradovi и prosecne_temperature. \n",
    "![image.png](attachment:image.png)\n",
    "2. Нацртати линијски график. На x оси се налазе градови а на y оси просечне температуре."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Задатак 2\n",
    "1. Нацртати графикон са кружићима, који представља квадрат бројева 1, 2, 3 и 4. На x оси се налазе бројеви 0-6, а на y оси од 0-20."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Задатак 3\n",
    "1. Направити два низа, takmicari и bodovi.\n",
    "![image.png](attachment:image.png)\n",
    "2. Нацртати стубичасти график. На x оси се налазе такмичари а на y оси њихови бодови.\n",
    "3. Нацртати стубичасти график, ширине 14 и висина 7 инча. Боја стубића нека буде магента."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Задатак 4\n",
    "У истраживању о коришћењу друштвених мрежа, добијени су следећи подаци:\n",
    "![image.png](attachment:image.png)\n",
    "1. Направити два низа, mreze и odgovori.\n",
    "2. Нацртати секторски (пита) графикон, ширине 5 и висине 5 инча, као наслов написати Korišćenje društvenih mreža."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
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