{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "name": "2021030201.ipynb", "provenance": [], "collapsed_sections": [], "include_colab_link": true }, "kernelspec": { "name": "python3", "display_name": "Python 3" } }, "cells": [ { "cell_type": "markdown", "metadata": { "id": "view-in-github", "colab_type": "text" }, "source": [ "\"Open" ] }, { "cell_type": "markdown", "metadata": { "id": "_k5tMB9V9yTc" }, "source": [ "# [중앙값 구하기(Find The Median)](https://min7014.github.io/math20210302001.html)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "RN20_e8N93t2" }, "source": [ "### [참고]\n", "Geogebra와 수학의 시각화 책의 가상주사위 만들기를 참고하여 수업에 실제 적용함.\n", "\n", "[Geogebra와 수학의 시각화](https://www.geogebra.org/m/gsARCQs5)" ] }, { "cell_type": "markdown", "metadata": { "id": "paY5EDV34AjT" }, "source": [ "**[영문버전]**" ] }, { "cell_type": "markdown", "metadata": { "id": "12rGSRGJKxPD" }, "source": [ 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)" ] }, { "cell_type": "markdown", "metadata": { "id": "syFjCoFrEA2_" }, "source": [ "01. Geogebra를 실행시킨다.\n", "\n", "02. 대수창에 오른쪽 방향 선택하면 아래방향으로 바뀌면서 추가메뉴가 나오고\n", "\n", " **첫번째 아래방향 --> Sort by --> Construction order**" ] }, { "cell_type": "markdown", "metadata": { "id": "g_G1cfR0FQi8" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "T6BmuBrYGdb3" }, "source": [ "03. Input 에\n", "\n", " **Data={5,28,28,29,29,30,31,31,32}**\n", "\n", " 입력하여 Data라는 list를 만든다.\n", "\n", "04. Input 에\n", "\n", " **SortedD=Sort[Data]**\n", "\n", " 입력하여 Data를 오름차순으로 정렬한 SortedD라는 list를 만든다.\n", "\n", " \n", "\n", "05. Input 에\n", "\n", " **TotalNumberOfD=CountIf[x==x,Data]**\n", "\n", " 입력하여 TotalNumberOfD라는 수를 만든다.\n", "\n", " \n", "\n", "06. Input 에\n", "\n", " **Judgement1=If[Mod[TotalNumberOfD,2]==1,\"Since the number of Data is odd \" ,\"Since the number of Data is even\"]**\n", "\n", " 입력하여 Judgement1이라는 Text를 만든다.\n", "\n", " \n", "\n", "07. Input 에\n", "\n", " **Judgement2=If[Mod[TotalNumberOfD,2]==1, ((TotalNumberOfD-1)/2+1) \"th number \", \"The average of the \" (TotalNumberOfD/2) \"nd and \" (TotalNumberOfD/2+1) \"rd numbers \"] \"in the SortedD(sorted Data) is the median.\"**\n", "\n", " 입력하여 Judgement2라는 Text를 만든다.\n", "\n", " \n", "\n", "08. Input 에\n", "\n", " **MedianD=If[Mod[TotalNumberOfD,2]==1, (Element[SortedD,(TotalNumberOfD-1)/2+1]) ,(Element[SortedD,TotalNumberOfD/2]+Element[SortedD,TotalNumberOfD/2+1])/2 ]**\n", "\n", " **Judgement3=\"Therefore, the median value is \" MedianD \".\"**\n", "\n", " 입력하여 MedianD라는 수와 Judgement3이라는 Text를 만든다.\n", "\n", "09. Data의 개수가 홀수이면 가운데 위치한 값이 중앙값이 됨을 확인한다." ] }, { "cell_type": "markdown", "metadata": { "id": "VkDJUAam91jD" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "hrvY8pb66B-e" }, "source": [ "10. Input에\n", "\n", " **Data={2, 18, 22, 28}**\n", "\n", " ** 입력하여 기본 자료의 바꾼다.**\n", "\n", "11. 자료의 개수가 짝수이면 가운데 위치한 두 값의 평균이 중앙값이 됨을 확인한다" ] }, { "cell_type": "markdown", "metadata": { "id": "zn_sjvKx-NeV" }, "source": [ 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)" ] }, { "cell_type": "markdown", "metadata": { "id": "HEO9UQ-yJI3P" }, "source": [ "12. Input에\n", "\n", " **AverageOfD=mean[Data]**\n", " \n", " 입력한다.\n", "\n", " \n", "\n", "13. AverageOfD과 MedianData를 비교해 본다." ] }, { "cell_type": "markdown", "metadata": { "id": "LQXlAFIrJgEv" }, "source": [ 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)" ] }, { "cell_type": "markdown", "metadata": { "id": "Uq4ildbZ6mrs" }, "source": [ "14. Input에\n", "\n", " **MedianFunctionOfGeogebra=Median[Data]**\n", "\n", "15. Geogebra에도 중앙값 함수가 있다. 하지만, 과정이 중요하므로 위와 같이 작성함.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "Sg9OnT0iJnLb" }, "source": [ "\n", "ex)\n", "\n", " **Data={3, 7, 5, 4, 1, 9}**\n", "\n", " **Data={24, 151, 135, 146, 122}**\n", "\n", " **Data={36, 55, 49, 7, 28, 40}**\n", "\n", " **Data={86, 88, 74, 92, 80, 105, 102, 95, 89, 96, 120, 201, 113, 107, 97}**" ] }, { "cell_type": "markdown", "metadata": { "id": "tT4vMK2d34ac" }, "source": [ "**[한글버전]**" ] }, { "cell_type": "markdown", "metadata": { "id": "zBj4JyJUPXgo" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "eAgrks3u1AkB" }, "source": [ "01. Geogebra를 실행시킨다.\n", "\n", "02. 대수창에 오른쪽 방향 선택하면 아래방향으로 바뀌면서 추가메뉴가 나오고\n", "\n", " 첫번째 아래방향을 선택 --> 정렬기준 --> 구성순서를 선택한다." ] }, { "cell_type": "markdown", "metadata": { "id": "t_ruznqf1-H3" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "vy-_Fgis1XU9" }, "source": [ "03. 입력창에\n", "\n", " **자료={5,28,28,29,29,30,31,31,32}**\n", "\n", " 입력하여 자료라는 리스트를 만든다.\n", "\n", " \n", "\n", "04. 입력창에\n", "\n", " **정렬된자료=정렬[자료]**\n", "\n", " 입력하여 자료를 오름차순으로 정렬한 정렬된자료라는 리스트를 만든다.\n", "\n", " \n", "\n", "05. 입력창에\n", "\n", " **자료전체개수=세기조건[x==x,자료]**\n", "\n", " 입력하여 자료전체개수라는 수를 만든다.\n", "\n", " \n", "\n", "06. 입력창에\n", "\n", " **판단1=조건[나머지[자료전체개수,2]==1,\"자료의 개수가 홀수이므로 \" ,\"자료의 개수가 짝수이므로\"]**\n", "\n", " 입력하여 판단1이라는 텍스트를 만든다.\n", "\n", " \n", "\n", "07. 입력창에\n", "\n", " **판단2=\"정렬된 자료의 \" 조건[나머지[자료전체개수,2]==1, ((자료전체개수-1)/2+1) \"번째 수가 중앙값이다.\",(자료전체개수/2) \"번째 수와 \" (자료전체개수/2+1) \"번째 수의 평균이 중앙값이다.\"]**\n", "\n", " 입력하여 판단2라는 텍스트를 만든다.\n", "\n", " \n", "\n", "08. 입력창에\n", "\n", " **자료중앙값=조건[나머지[자료전체개수,2]==1, (원소[정렬된자료,(자료전체개수-1)/2+1]) , (원소[정렬된자료,자료전체개수/2]+원소[정렬된자료,자료전체개수/2+1])/2 ]**\n", "\n", " **판단3=\"따라서, 중앙값은 \"자료중앙값 \" 이다.\"**\n", "\n", " 입력하여 판단3이라는 텍스트를 만든다.\n", "\n", " \n", "\n", " \n", "\n", "09. 자료의 개수가 홀수이면 가운데 위치한 값이 중앙값이 됨을 확인한다." ] }, { "cell_type": "markdown", "metadata": { "id": "fAlsM2Xr-Dv3" }, "source": [ "10. 입력창에\n", "\n", " **자료={2, 18, 22, 28}**\n", "\n", " ** 입력하여 기본 자료의 바꾼다.**\n", "\n", "11. 자료의 개수가 짝수이면 가운데 위치한 두 값의 평균이 중앙값이 됨을 확인한다." ] }, { "cell_type": "markdown", "metadata": { "id": "mOKmUIQWO0Sr" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "VOjI3yb6O96y" }, "source": [ "12. 입력창에\n", "\n", " **자료평균=평균[자료]**\n", "\n", " 입력한다.\n", "\n", " \n", "\n", "13. 자료평균과 자료중앙값을 비교해본다.\n" ] }, { "cell_type": "markdown", "metadata": { "id": "2_UK6HViPBZL" }, "source": [ "![image.png](data:image/png;base64,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)" ] }, { "cell_type": "markdown", "metadata": { "id": "S3GBL9Ao-euD" }, "source": [ "14. 입력창에\n", "\n", " **Geogebra의중앙값함수=중앙값[자료]**\n", "\n", " \n", "\n", "15. Geogebra에도 중앙값 함수가 있다. 하지만, 과정이 중요하므로 위와 같이 작성함.\n", "\n", " \n", "\n", " \n", "\n", "ex)\n", "\n", "**자료={3, 7, 5, 4, 1, 9}**\n", "\n", "**자료={24, 151, 135, 146, 122}**\n", "\n", "**자료={36, 55, 49, 7, 28, 40}**\n", "\n", "**자료={86, 88, 74, 92, 80, 105, 102, 95, 89, 96, 120, 201, 113, 107, 97}**" ] } ] }