{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "name": "2021032903.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": "u6m_5YwbwIY1" }, "source": [ "\n", "제한된 범위에서 이차함수의 최대최소(a>0) 사용법 영상\n", "\n", "https://youtu.be/igf0Mt-_5sU" ] }, { "cell_type": "markdown", "metadata": { "id": "_k5tMB9V9yTc" }, "source": [ "# [제한된 범위에서 이차함수의 최대최소($a>0$)(Maximum and Minimum of Quadratic Functions in a Limited Range($a>0$))](https://min7014.github.io/math20210329001.html)\n", "\n", "# [제한된 범위에서 이차함수의 최대최소($a<0$)(Maximum and Minimum of Quadratic Functions in a Limited Range($a<0$))](https://min7014.github.io/math20210329001.html)\n" ] }, { "cell_type": "markdown", "metadata": { "id": "_q2h8tD3mKnO" }, "source": [ 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)" 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)" ] }, { "cell_type": "markdown", "metadata": { "id": "3HCA2DSogW4y" }, "source": [ "제한된 범위에서 이차함수의 최대최소(a>0) 사용법 영상\n", "\n", "https://youtu.be/igf0Mt-_5sU\n", "\n", "(Maximum and Minimum of Quadratic Functions in a Limited Range(a>0))\n", "\n", "https://min7014.github.io/math20210329001.html\n", "\n", "위 자료의 사용을 위해서 만든 영상입니다.\n", "\n", "영상의 설명에 화면에 나온 글을 그대로 넣어 놓았습니다.\n", "\n", "위 링크로 들어가면 자료를 볼 수 있습니다.\n", "\n", "여기에 들어가면 pdf파일이 있습니다.\n", "\n", "좌우 방향키를 누르면 프리젠테이션을 하듯이 넘겨볼 수 있습니다.\n", "\n", "위 창을 닫습니다.\n", "\n", "AlgeoMath의 링크를 열어봅니다.\n", "\n", "블록코딩창을 닫습니다.\n", "\n", "화면을 클릭하면 중앙에 자동 정렬 됩니다.\n", "\n", "일단 A를 눌러봅니다. 체크상자가 다 체크해제됩니다.\n", "\n", "다시 A를 놀러봅니다. 체크상자가 다 체크됩니다.\n", "\n", "다시 A를 누르고 오른쪽 방향키를 누릅니다. 하나씩 차례로 체크됩니다.\n", "\n", "O를 누릅니다. 자동으로 체크해제되었다가 체크됨을 볼 수 있습니다.\n", "\n", "선택하기 전에 ESC를 누르거나 화면의 선택도구(화살표모양)을 선택해놓습니다.\n", "\n", "이제 점 A, B와 이차함수를 선택하여 움직여 봅니다.\n", "\n", "자동으로 최대최소를 y축에 표시합니다.\n", "제한된 범위의 최대 최소를 동적으로 확인할 수 있습니다.\n", "\n", "또한, a<0 경우는 \n", "\n", "https://min7014.github.io/math20210330001.html 에 있습니다.\n", "\n", "\n" ] } ] }