04-2.ipynb

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 "cells": [
  {
   "cell_type": "markdown",
   "id": "4ecbe13b",
   "metadata": {
    "id": "4ecbe13b"
   },
   "source": [
    "# 04-2 분포 요약하기"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "207f69cc",
   "metadata": {
    "id": "207f69cc"
   },
   "source": [
    "<table class=\"tfo-notebook-buttons\" align=\"left\">\n",
    "  <td>\n",
    "    <a target=\"_blank\" href=\"https://nbviewer.jupyter.org/github/rickiepark/hg-da/blob/main/04-2.ipynb\"><img src=\"https://jupyter.org/assets/share.png\" width=\"61\" />주피터 노트북 뷰어로 보기</a>\n",
    "  </td>\n",
    "  <td>\n",
    "    <a target=\"_blank\" href=\"https://colab.research.google.com/github/rickiepark/hg-da/blob/main/04-2.ipynb\"><img src=\"https://www.tensorflow.org/images/colab_logo_32px.png\" />구글 코랩(Colab)에서 실행하기</a>\n",
    "  </td>\n",
    "</table>"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8av-fxbSjfRb",
   "metadata": {
    "id": "8av-fxbSjfRb"
   },
   "outputs": [],
   "source": [
    "# 맷플롯립 3.2.2 버전에서 상자 수염 그림을 그리는데 버그가 있습니다\n",
    "# 코랩을 사용하시는 경우 matplotlib을 최신 버전으로 업데이트해 주세요.\n",
    "!pip install -U matplotlib"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "35c42ea1",
   "metadata": {
    "id": "35c42ea1"
   },
   "source": [
    "## 산점도 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "a96e334c",
   "metadata": {
    "colab": {
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     "height": 107
    },
    "id": "a96e334c",
    "outputId": "464513fa-0398-4166-c5f0-4c5d8cfc0dd3"
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading...\n",
      "From: https://bit.ly/3pK7iuu\n",
      "To: /content/ns_book7.csv\n",
      "100%|██████████| 53.8M/53.8M [00:00<00:00, 109MB/s]\n"
     ]
    },
    {
     "data": {
      "application/vnd.google.colaboratory.intrinsic+json": {
       "type": "string"
      },
      "text/plain": [
       "'ns_book7.csv'"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import gdown\n",
    "\n",
    "gdown.download('https://bit.ly/3pK7iuu', 'ns_book7.csv', quiet=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "0b717c48",
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       "      <th></th>\n",
       "      <th>번호</th>\n",
       "      <th>도서명</th>\n",
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       "      <th>출판사</th>\n",
       "      <th>발행년도</th>\n",
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       "      <td>김태형 지음</td>\n",
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       "      <td>김선영 지음</td>\n",
       "      <td>블랙피쉬</td>\n",
       "      <td>2021</td>\n",
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       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>예루살렘 해변</td>\n",
       "      <td>이도 게펜 지음, 임재희 옮김</td>\n",
       "      <td>문학세계사</td>\n",
       "      <td>2021</td>\n",
       "      <td>9788970759906</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
       "      <td>NaN</td>\n",
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       "      <td>2021-03-19</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>김성곤의 중국한시기행 : 장강·황하 편</td>\n",
       "      <td>김성곤 지음</td>\n",
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      "text/plain": [
       "   번호                    도서명                저자    출판사  발행년도           ISBN  \\\n",
       "0   1                인공지능과 흙            김동훈 지음    민음사  2021  9788937444319   \n",
       "1   2           가짜 행복 권하는 사회            김태형 지음   갈매나무  2021  9791190123969   \n",
       "2   3  나도 한 문장 잘 쓰면 바랄 게 없겠네            김선영 지음   블랙피쉬  2021  9788968332982   \n",
       "3   4                예루살렘 해변  이도 게펜 지음, 임재희 옮김  문학세계사  2021  9788970759906   \n",
       "4   5  김성곤의 중국한시기행 : 장강·황하 편            김성곤 지음    김영사  2021  9788934990833   \n",
       "\n",
       "  세트 ISBN 부가기호    권 주제분류번호  도서권수  대출건수        등록일자  \n",
       "0     NaN  NaN  NaN    NaN     1     0  2021-03-19  \n",
       "1     NaN  NaN  NaN    NaN     1     0  2021-03-19  \n",
       "2     NaN  NaN  NaN    NaN     1     0  2021-03-19  \n",
       "3     NaN  NaN  NaN    NaN     1     0  2021-03-19  \n",
       "4     NaN  NaN  NaN    NaN     1     0  2021-03-19  "
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     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
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   ],
   "source": [
    "import pandas as pd\n",
    "\n",
    "ns_book7 = pd.read_csv('ns_book7.csv', low_memory=False)\n",
    "ns_book7.head()"
   ]
  },
  {
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   "execution_count": 4,
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     "data": {
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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "\n",
    "plt.scatter([1,2,3,4], [1,2,3,4])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "a5807dbe",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "a5807dbe",
    "outputId": "9c57bab5-d3f7-4b1b-ccf7-cd260f6d47fb"
   },
   "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": [
    "plt.scatter(ns_book7['번호'], ns_book7['대출건수'])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "1ad18421",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "1ad18421",
    "outputId": "950b5b94-71ad-445f-95bb-f877d6817e69"
   },
   "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": [
    "plt.scatter(ns_book7['도서권수'], ns_book7['대출건수'])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "9d3a6c6b",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "9d3a6c6b",
    "outputId": "b4250428-c627-4a5b-aec2-7c09dcc78663",
    "scrolled": true
   },
   "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": [
    "plt.scatter(ns_book7['도서권수'], ns_book7['대출건수'], alpha=0.1)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d5cdff00",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "d5cdff00",
    "outputId": "3b4a01af-7056-4616-a134-b69400d555b7"
   },
   "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": [
    "average_borrows = ns_book7['대출건수']/ns_book7['도서권수']\n",
    "plt.scatter(average_borrows, ns_book7['대출건수'], alpha=0.1)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c49cc4b",
   "metadata": {
    "id": "3c49cc4b"
   },
   "source": [
    "## 히스토그램 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "c98d2d49",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "c98d2d49",
    "outputId": "6c30ec06-7ae1-4cf4-d366-575da2ba1389"
   },
   "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": [
    "plt.hist([0,3,5,6,7,7,9,13], bins=5)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "c56ff857",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "c56ff857",
    "outputId": "72b81fd1-5753-4f57-bef3-8efe9c0ff685"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0. ,  2.6,  5.2,  7.8, 10.4, 13. ])"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import numpy as np\n",
    "\n",
    "np.histogram_bin_edges([0,3,5,6,7,7,9,13], bins=5)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "fb942b43",
   "metadata": {
    "id": "fb942b43"
   },
   "outputs": [],
   "source": [
    "np.random.seed(42)\n",
    "random_samples = np.random.randn(1000)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "473fa5d4",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "473fa5d4",
    "outputId": "51abce4a-5f3d-48da-a6be-922ffb00e8dd"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "0.01933205582232549 0.9787262077473543\n"
     ]
    }
   ],
   "source": [
    "print(np.mean(random_samples), np.std(random_samples))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "2a2078f1",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "2a2078f1",
    "outputId": "c494b35f-1d2b-466f-edd5-0dbc45456b77"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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TL4T1IgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.hist(random_samples)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "5f959279",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "5f959279",
    "outputId": "3d95126b-ebde-4dda-9539-405e45d046de",
    "scrolled": true
   },
   "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": [
    "plt.hist(ns_book7['대출건수'])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "625a170b",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "625a170b",
    "outputId": "79786b3c-9dc2-4ae8-c04d-6779a38da438",
    "scrolled": true
   },
   "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": [
    "plt.hist(ns_book7['대출건수'])\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "7aee9b28",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "7aee9b28",
    "outputId": "6eaa1da9-281c-46cc-f74c-ff5a7148826c",
    "scrolled": true
   },
   "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": [
    "plt.hist(ns_book7['대출건수'], log=True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "067c5f26",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "067c5f26",
    "outputId": "ac6d4589-d9ef-4d65-935c-4f95c1ffb944",
    "scrolled": true
   },
   "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": [
    "plt.hist(ns_book7['대출건수'], bins=100)\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "022c895f",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "022c895f",
    "outputId": "cfaa5c5b-863b-47bf-8df2-69f51d63ca14",
    "scrolled": true
   },
   "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": [
    "title_len = ns_book7['도서명'].apply(len)\n",
    "plt.hist(title_len, bins=100)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "53810ebd",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 269
    },
    "id": "53810ebd",
    "outputId": "e9065c55-ec05-450f-d4d7-3087269f3580",
    "scrolled": true
   },
   "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": [
    "plt.hist(title_len, bins=100)\n",
    "plt.xscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9446ff0f",
   "metadata": {
    "id": "9446ff0f"
   },
   "source": [
    "## 상자 수염 그림 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "H-KytolqhAwI",
   "metadata": {
    "id": "H-KytolqhAwI"
   },
   "outputs": [],
   "source": [
    "temp = ns_book7[['대출건수','도서권수']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "8f78bb88",
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 265
    },
    "id": "8f78bb88",
    "outputId": "59698cbe-9868-419d-9b45-e8cac52be700"
   },
   "outputs": [
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAX0AAAD4CAYAAAAAczaOAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjYuMywgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/P9b71AAAACXBIWXMAAAsTAAALEwEAmpwYAAAUlUlEQVR4nO3df2xd9X3G8ffDTUKmBNZADMryY6EoRQ53XVositQUkXVqAY2S7o8qVlVYsZZWJWnQJgWY/4B1sjSx0Qqilimdo4apuYytBaIqXZuBVWSpFBwagSFlGArEUZq4mB8lJOFif/aHj8NNcGzH9/qe5H6fl3R1z/2cc+75XLAen3zP1/coIjAzszSclXcDZmZWPw59M7OEOPTNzBLi0DczS4hD38wsITPybmAi8+fPj6VLl+bdhpnZGWPXrl2/j4imsdad9qG/dOlSenp68m7DzOyMIenVk63z8I6ZWUIc+mZmCXHom5klxKFvZpYQh76ZWUIc+gkolUoUi0UKhQLFYpFSqZR3S2aWk9N+yqZVp1Qq0d7eTmdnJytXrqS7u5u2tjYAWltbc+7OzOptwjN9SVskHZTUW1H7T0m7s8crknZn9aWSDles+7eKfS6T9KykPkn3StK0fCI7TkdHB52dnaxatYqZM2eyatUqOjs76ejoyLs1M8uBJvo+fUlXAu8A90dEcYz1dwNvRcS3JC0FfnKS7Z4Evgn8CtgB3BsRP52owZaWlvAfZ01doVDgyJEjzJw581itXC4ze/ZshoaGcuzMzKaLpF0R0TLWugnP9CPicWDwJG8s4EvAuIPEkhYA50bEEzHyW+Z+YPVEx7bqNTc3093dfVytu7ub5ubmnDoyszxVeyH3M8CBiHixonaRpF9L+oWkz2S1hUB/xTb9WW1MktZK6pHUMzAwUGWLaWtvb6etrY2uri7K5TJdXV20tbXR3t6ed2tmloNqL+S2cvxZ/n5gSUS8Luky4GFJl57qm0bEZmAzjAzvVNlj0kYv1q5fv549e/bQ3NxMR0eHL+KaJWrKoS9pBvDXwGWjtYg4ChzNlndJegn4GLAPWFSx+6KsZnXQ2trqkDczoLrhnb8EfhMRx4ZtJDVJKmTLHwWWAS9HxH7gbUlXZNcBbgAeqeLYZmY2BZOZslkCfglcIqlfUlu2ag0fvoB7JfBMNoXzv4GvR8ToReBvAP8O9AEvARPO3DEzs9qacMpm3jxl08zs1FQ1ZdPMzBqHQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhEzmxuhbJB2U1FtRu1PSPkm7s8e1Fetul9Qn6QVJn6+oX53V+iTdVvuPYmZmE5nMmf4PgKvHqH8nIlZkjx0AkpYDa4BLs32+J6kgqQB8F7gGWA60ZtuamVkdzZhog4h4XNLSSb7f9cADEXEU+K2kPuDybF1fRLwMIOmBbNvnT71lMzObqmrG9NdJeiYb/pmX1RYCeyu26c9qJ6uPSdJaST2SegYGBqpo0czMKk019O8DLgZWAPuBu2vVEEBEbI6IlohoaWpqquVbm5klbcLhnbFExIHRZUnfB36SvdwHLK7YdFFWY5y6mZnVyZTO9CUtqHj5RWB0Zs92YI2ksyVdBCwDngSeApZJukjSLEYu9m6fettmZjYVE57pSyoBVwHzJfUDdwBXSVoBBPAK8DWAiHhO0oOMXKB9H7g5Ioay91kH/AwoAFsi4rlafxgzMxufIiLvHsbV0tISPT09ebdhZnbGkLQrIlrGWue/yDUzS4hD38wsIQ59M7OEOPTNzBLi0DczS4hD38wsIQ59M7OEOPTNzBLi0DczS4hD38wsIQ59M7OEOPTNzBLi0DczS4hD38wsIQ59M7OEOPTNzBLi0DczS4hD38wsIQ59M7OETBj6krZIOiipt6L2L5J+I+kZSQ9J+khWXyrpsKTd2ePfKva5TNKzkvok3StJ0/KJzMzspCZzpv8D4OoTajuBYkR8HPg/4PaKdS9FxIrs8fWK+n3A3wLLsseJ72lmZtNswtCPiMeBwRNqP4+I97OXTwCLxnsPSQuAcyPiiYgI4H5g9ZQ6NjOzKavFmP5NwE8rXl8k6deSfiHpM1ltIdBfsU1/VhuTpLWSeiT1DAwM1KBFMzODKkNfUjvwPvDDrLQfWBIRnwD+Dtgm6dxTfd+I2BwRLRHR0tTUVE2LZmZWYcZUd5T0N8BfAZ/NhmyIiKPA0Wx5l6SXgI8B+zh+CGhRVjMzszqa0pm+pKuBjcAXIuLdinqTpEK2/FFGLti+HBH7gbclXZHN2rkBeKTq7s3M7JRMeKYvqQRcBcyX1A/cwchsnbOBndnMyyeymTpXAt+SVAaGga9HxOhF4G8wMhPojxi5BlB5HcDMzOpA2cjMaaulpSV6enrybsPM7IwhaVdEtIy1zn+Ra2aWEIe+mVlCHPpmZglx6JuZJcShb2aWEIe+mVlCHPpmZglx6JuZJcShb2aWEIe+mVlCHPpmZglx6JuZJcShn4BSqUSxWKRQKFAsFimVSnm3ZGY5mfJNVOzMUCqVaG9vp7Ozk5UrV9Ld3U1bWxsAra2tOXdnZvXmr1ZucMVikU2bNrFq1apjta6uLtavX09vb2+OnZnZdBnvq5Ud+g2uUChw5MgRZs6ceaxWLpeZPXs2Q0NDOXZmZtPF36efsObmZrq7u4+rdXd309zcnFNHZpYnh36Da29vp62tja6uLsrlMl1dXbS1tdHe3p53a2aWA1/IbXCjF2vXr1/Pnj17aG5upqOjwxdxzRI1qTN9SVskHZTUW1E7T9JOSS9mz/OyuiTdK6lP0jOSPlmxz43Z9i9KurH2H8fG0traSm9vL0NDQ/T29jrwzRI22eGdHwBXn1C7DXg0IpYBj2avAa4BlmWPtcB9MPJLArgD+BRwOXDH6C8KMzOrj0mFfkQ8DgyeUL4e2JotbwVWV9TvjxFPAB+RtAD4PLAzIgYj4g1gJx/+RWJmZtOomgu5F0bE/mz5d8CF2fJCYG/Fdv1Z7WT1D5G0VlKPpJ6BgYEqWjQzs0o1mb0TI5P9azbhPyI2R0RLRLQ0NTXV6m3NzJJXTegfyIZtyJ4PZvV9wOKK7RZltZPVzcysTqoJ/e3A6AycG4FHKuo3ZLN4rgDeyoaBfgZ8TtK87ALu57KamZnVyaTm6UsqAVcB8yX1MzIL55+BByW1Aa8CX8o23wFcC/QB7wJfBYiIQUn/BDyVbfetiDjx4rCZmU0jf/eOmVmD8XfvmJkZ4NA3M0uKQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0E1AqlSgWixQKBYrFIqVSKe+WzCwnDv0GVyqV2LBhA4cOHQLg0KFDbNiwwcFvliiHfoPbuHEj5XIZgNFbY5bLZTZu3JhnW2aWkymHvqRLJO2ueLwt6RZJd0raV1G/tmKf2yX1SXpB0udr8xFsPP39/cfCXhIwEv79/f15tmVmOZly6EfECxGxIiJWAJcB7wIPZau/M7ouInYASFoOrAEuBa4GviepUFX3NimFQoEtW7Zw5MgRtmzZQqHg/+xmqarV8M5ngZci4tVxtrkeeCAijkbEb4E+4PIaHd/GMXqmf7LXZpaOWoX+GqDyyuA6Sc9I2iJpXlZbCOyt2KY/q32IpLWSeiT1DAwM1KjFdA0PD3PTTTdx9tlnc9NNNzE8PJx3S2aWk6pDX9Is4AvAf2Wl+4CLgRXAfuDuU33PiNgcES0R0dLU1FRti0lbtGjRseXRMf0T62aWjlqc6V8DPB0RBwAi4kBEDEXEMPB9PhjC2QcsrthvUVazaXTXXXcxa9Ys4INhnVmzZnHXXXfl2ZaZ5aQWod9KxdCOpAUV674I9GbL24E1ks6WdBGwDHiyBse3cbS2tnLPPfcwZ84cJDFnzhzuueceWltb827NzHKgai7qSZoDvAZ8NCLeymr/wcjQTgCvAF+LiP3ZunbgJuB94JaI+OlEx2hpaYmenp4p92hmlhpJuyKiZax1VZ3pR8ShiDh/NPCz2lci4s8i4uMR8YXRwM/WdUTExRFxyWQC32rDX8NgZqNm5N2ATa9SqUR7ezudnZ2sXLmS7u5u2traADzEY5agqoZ36sHDO9UpFousXr2ahx9+mD179tDc3HzsdW9v78RvYGZnnPGGd3ym3+Cef/553n333Q+d6b/yyit5t2ZmOfAXrjW4WbNmsW7dOlatWsXMmTNZtWoV69atOzaN08zS4tBvcO+99x6bNm2iq6uLcrlMV1cXmzZt4r333su7NTPLgYd3Gtzy5ctZvXo169evPzam/+Uvf5mHH34479bMLAc+029w7e3tbNu2jU2bNnHkyBE2bdrEtm3baG9vz7s1M8uBz/Qb3Oi0zMoz/Y6ODk/XNEuUz/TNzBLi0G9wvkeumVVy6De4jRs3MmPGjOPunDVjxgzfI9csUQ79Btff38/WrVuPm6e/detW3yPXLFEO/QQ89thjx33h2mOPPZZ3S2aWE3/3ToM7//zzeeONN7jwwgs5ePAgF1xwAQcOHGDevHm8/vrrebdnZtNg2r5a2c4MkogIhoeHiYjjbptoZmlx6De4wcFBbr31VubPn89ZZ53F/PnzufXWWxkcHMy7NTPLgUPfzCwhHtNvcKNj+hdccMGxMf2DBw96TN+sgXlM3wA43X/Bm9n0qzr0Jb0i6VlJuyX1ZLXzJO2U9GL2PC+rS9K9kvokPSPpk9Ue38Y3ODjIddddx5tvvgnAm2++yXXXXecxfbNE1epMf1VErKj458RtwKMRsQx4NHsNcA2wLHusBe6r0fFtHDt37mR4eBiA4eFhdu7cmXNHZpaX6RreuR7Ymi1vBVZX1O+PEU8AH5G0YJp6MEamax4+fJhyuQxAuVzm8OHDnrZplqhahH4AP5e0S9LarHZhROzPln8HXJgtLwT2Vuzbn9WOI2mtpB5JPQMDAzVoMV2j4/hz585FEnPnzj2ubmZpqUXor4yITzIydHOzpCsrV8ZIupxSwkTE5ohoiYiWpqamGrSYtiVLllAul4kIyuUyS5YsybslM8tJ1aEfEfuy54PAQ8DlwIHRYZvs+WC2+T5gccXui7KaTaPXXnuNo0ePAnD06FFee+21nDsys7xUFfqS5kg6Z3QZ+BzQC2wHbsw2uxF4JFveDtyQzeK5AnirYhjIptHs2bOPezazNFV7u8QLgYeyi4IzgG0R8T+SngIelNQGvAp8Kdt+B3At0Ae8C3y1yuPbJB05cuS4ZzNLU1WhHxEvA38+Rv114LNj1AO4uZpjmpnZ1PkvchNx1llnHfdsZmlyAiSi8o+zzCxdDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4RMOfQlLZbUJel5Sc9J2pDV75S0T9Lu7HFtxT63S+qT9IKkz9fiA5iZ2eRVc2P094G/j4inJZ0D7JK0M1v3nYj418qNJS0H1gCXAn8C/K+kj0XEUBU9mJnZKZjymX5E7I+Ip7PlPwB7gIXj7HI98EBEHI2I3wJ9wOVTPb6ZmZ26mozpS1oKfAL4VVZaJ+kZSVskzctqC4G9Fbv1c5JfEpLWSuqR1DMwMFCLFs3MjBqEvqS5wI+AWyLibeA+4GJgBbAfuPtU3zMiNkdES0S0NDU1VduimZllqgp9STMZCfwfRsSPASLiQEQMRcQw8H0+GMLZByyu2H1RVjMzszqpZvaOgE5gT0R8u6K+oGKzLwK92fJ2YI2ksyVdBCwDnpzq8c3M7NRVM3vn08BXgGcl7c5q/wC0SloBBPAK8DWAiHhO0oPA84zM/LnZM3fMzOpryqEfEd2Axli1Y5x9OoCOqR7TzMyq47/INTNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zs4Q49M3MEuLQNzNLiEPfzCwhDn0zy1WpVKJYLFIoFCgWi5RKpbxbamgOfTPLTalUYsOGDRw6dAiAQ4cOsWHDBgf/NFJE5N3DuFpaWqKnpyfvNs5YI3e1HNvp/v/eGt/ixYvZv38/Q0Mf3ESvUCiwYMEC9u7dm2NnZzZJuyKiZax11dwu0cysKv39/R+qDQ0NjVm32nDoN6Dxzu7H285n/maNr+5j+pKulvSCpD5Jt9X7+CmIiGOPyW7nwDdLQ11DX1IB+C5wDbAcaJW0vJ49NJLzzjsPSeM+xjPRvpI477zz6vRpzKwe6j28cznQFxEvA0h6ALgeeL7OfTSEwW8OAedO81GGJt7ErEpz587l0KFDzJkzh3feeSfvdhpavUN/IVB5Sb4f+NSJG0laC6wFWLJkSX06OwPpH9+e9mPMmzePwTun/TDWaO7840ltFndUnrSckz2fO/n3uPOtU2rLTtMLuRGxGdgMI1M2c27ntOVxeDttTTKMPaW4/up9IXcfsLji9aKsZmZmdVDv0H8KWCbpIkmzgDXA9jr3YGaniZOdzfssf/rUdXgnIt6XtA74GVAAtkTEc/XswcxOLw74+qr7mH5E7AB21Pu4ZmbmL1wzM0uKQ9/MLCEOfTOzhDj0zcwSctp/n76kAeDVvPtoEPOB3+fdhNlJ+Oezdv40IprGWnHah77VjqSek91YwSxv/vmsDw/vmJklxKFvZpYQh35aNufdgNk4/PNZBx7TNzNLiM/0zcwS4tA3M0uIQz8BkrZIOiipN+9ezCpJWiypS9Lzkp6TtCHvnhqdx/QTIOlK4B3g/ogo5t2P2ShJC4AFEfG0pHOAXcDqiPB9s6eJz/QTEBGPA4N592F2oojYHxFPZ8t/APYwci9tmyYOfTM7LUhaCnwC+FXOrTQ0h76Z5U7SXOBHwC0R8Xbe/TQyh76Z5UrSTEYC/4cR8eO8+2l0Dn0zy40kAZ3Anoj4dt79pMChnwBJJeCXwCWS+iW15d2TWebTwFeAv5C0O3tcm3dTjcxTNs3MEuIzfTOzhDj0zcwS4tA3M0uIQ9/MLCEOfTOzhDj0zcwS4tA3M0vI/wO5JIe/x7UUgwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.boxplot(temp)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d9718075",
   "metadata": {
    "id": "d9718075",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "plt.boxplot(ns_book7[['대출건수','도서권수']])\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "86607506",
   "metadata": {
    "id": "86607506",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "plt.boxplot(ns_book7[['대출건수','도서권수']], vert=False)\n",
    "plt.xscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "c3ba5685",
   "metadata": {
    "id": "c3ba5685",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "plt.boxplot(ns_book7[['대출건수','도서권수']], whis=10)\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9b728bb3",
   "metadata": {
    "id": "9b728bb3",
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "plt.boxplot(ns_book7[['대출건수','도서권수']], whis=(0,100))\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3d69dab0",
   "metadata": {
    "id": "3d69dab0"
   },
   "source": [
    "## 판다스의 그래프 함수"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eca712b0",
   "metadata": {
    "id": "eca712b0"
   },
   "source": [
    "### 산점도 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "15125149",
   "metadata": {
    "id": "15125149"
   },
   "outputs": [],
   "source": [
    "ns_book7.plot.scatter('도서권수', '대출건수', alpha=0.1)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9937a742",
   "metadata": {
    "id": "9937a742"
   },
   "source": [
    "### 히스토그램 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "522da025",
   "metadata": {
    "id": "522da025"
   },
   "outputs": [],
   "source": [
    "ns_book7['도서명'].apply(len).plot.hist(bins=100)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1ec9ae8e",
   "metadata": {
    "id": "1ec9ae8e"
   },
   "outputs": [],
   "source": [
    "ns_book7['도서명'].apply(len).plot.hist(bins=100)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "58ad0f26",
   "metadata": {
    "id": "58ad0f26"
   },
   "source": [
    "### 상자 수염 그림 그리기"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "3a53b5c2",
   "metadata": {
    "id": "3a53b5c2"
   },
   "outputs": [],
   "source": [
    "ns_book7[['대출건수','도서권수']].boxplot()\n",
    "plt.yscale('log')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fc9339a9",
   "metadata": {
    "id": "fc9339a9"
   },
   "source": [
    "## 확인문제"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f9a6bba5",
   "metadata": {
    "id": "f9a6bba5"
   },
   "source": [
    "#### 4."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "9e4b91f2",
   "metadata": {
    "id": "9e4b91f2"
   },
   "outputs": [],
   "source": [
    "selected_rows = (1980 <= ns_book7['발행년도']) & (ns_book7['발행년도'] <= 2022)\n",
    "plt.hist(ns_book7.loc[selected_rows, '발행년도'])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "67120d95",
   "metadata": {
    "id": "67120d95"
   },
   "source": [
    "#### 5."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "0037f2f3",
   "metadata": {
    "id": "0037f2f3"
   },
   "outputs": [],
   "source": [
    "plt.boxplot(ns_book7.loc[selected_rows, '발행년도'])\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "colab": {
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "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": "3.8.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}