{ "nbformat": 4, "nbformat_minor": 0, "metadata": { "colab": { "provenance": [], "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", "source": [ "# 매개변수로 나타낸 곡선(Parametric curve)\n" ], "metadata": { "id": "L-bNfEMusPUe" } }, { "cell_type": "markdown", "source": [ 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)" ], "metadata": { "id": "xZ3rQ_C4a4-U" } }, { "cell_type": "markdown", "source": [ "# < Geogebra >" ], "metadata": { "id": "RfTAaaHodH1W" } }, { "cell_type": "markdown", "source": [ "- https://www.geogebra.org\n", "\n", "\n", "- **Geogebra 5 설치 링크(installation link)(windows)**\n", " - [Reference:GeoGebra Installation](https://wiki.geogebra.org/en/Reference:GeoGebra_Installation)\n", " - [Windows Installer: GeoGebra Classic 5 Installer for Windows](https://download.geogebra.org/package/win)\n", "\n", " - [Windows Portable: GeoGebra Classic 5 Portable for Windows](https://download.geogebra.org/package/win-port)" ], "metadata": { "id": "0RuFYrc2dLFy" } }, { "cell_type": "markdown", "source": [ 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)" ], "metadata": { "id": "kelRRnfNdRzo" } }, { "cell_type": "markdown", "source": [ "Geogebra 영어판으로 강의록 만들었습니다. Geogebra가 한글판으로 되어있어도 영문으로 바꿀 수 있습니다. [선택사항], [언어], [E-I], [English(US)] 를 차례로 선택하여 언어를 변경하시면 됩니다." ], "metadata": { "id": "ntWhp5LcdYUC" } }, { "cell_type": "markdown", "source": [ "I created a lecture transcript using the English version of Geogebra. Even if Geogebra is in Korean, you can change it to English. You can change the language by selecting [선택사항], [언어], [E-I], [English(US)] in that order." ], "metadata": { "id": "247hDaLZdajo" } }, { "cell_type": "markdown", "source": [ "# 시작(Start)" ], "metadata": { "id": "ePvwHbP5dfyU" } }, { "cell_type": "markdown", "source": [ "01. Geogebra를 실행시킨다.\n", "\n", " Run Geogebra." ], "metadata": { "id": "QarDrCD0Sanb" } }, { "cell_type": "markdown", "source": [ "02. [Algebra]창에 오른쪽 방향 선택하면 아래방향으로 바뀌면서 추가메뉴가 나오면 첫 번째 아래방향을 선택하여 [Sort by:]에서 [Construction Order]를 선택한다.\n", "\n", " When you select the right direction in the [Algebra] window, it changes to the downward direction and an additional menu appears. Select the first downward direction and select [Construction Order] from [Sort by:]." ], "metadata": { "id": "mc941mCmSbf_" } }, { "cell_type": "markdown", "source": [ "03. [Input]창에 f(t)=cos(t)^3 을 입력하여 함수 $f$를 만든다.\n", "\n", " Create function $f$ by entering f(t)=cos(t)^3 in the [Input] window." ], "metadata": { "id": "5kxu6t2pSgip" } }, { "cell_type": "markdown", "source": [ "04. [Input]창에 SetVisibleInView[f,1,false] 을 입력하여 함수 f를 기하창에서 보이지 않게 한다.\n", "\n", " Enter SetVisibleInView[f,1,false] in the [Input] window to make function f invisible in the geometry window." ], "metadata": { "id": "gqQP9EglSj-V" } }, { "cell_type": "markdown", "source": [ "05. [Input]창에 g(t)=sin(t)^3 을 입력하여 함수 $g$를 만든다.\n", "\n", " Create function $g$ by entering g(t)=sin(t)^3 in the [Input] window.\n" ], "metadata": { "id": "6kYk9KCLSlol" } }, { "cell_type": "markdown", "source": [ "06. [Input]창에 SetVisibleInView[g,1,false] 을 입력하여 함수 f를 기하창에서 보이지 않게 한다.\n", "\n", " Enter SetVisibleInView[g,1,false] in the [Input] window to make function f invisible in the geometry window." ], "metadata": { "id": "BjFocb7OSn0Q" } }, { "cell_type": "markdown", "source": [ "07. [Input]창에 a=0 를 입력하여 수 a를 만든다.\n", "\n", " Enter a=0 in the [Input] window to create the number a." ], "metadata": { "id": "36Js75lLSpbF" } }, { "cell_type": "markdown", "source": [ "08. [Input]창에 b=2pi 를 입력하여 수 b를 만든다.\n", "\n", " Enter b=2pi in the [Input] window to create the number b." ], "metadata": { "id": "5WM0hsBYSrC_" } }, { "cell_type": "markdown", "source": [ "09. [Input]창에 t=Slider[a,b] 를 입력하여 수 t를 만든다.\n", "\n", " Enter t=Slider[a,b] in the [Input] window to create the number t." ], "metadata": { "id": "vjbguX9mSsbv" } }, { "cell_type": "markdown", "source": [ "10. [Input]창에 P=(f(t),g(t)) 를 입력하여 수 t의 값에 따라 x좌표는 f(t) y좌표는 g(t)인 점 P를 만든다.\n", "\n", " Enter P=(f(t),g(t)) in the [Input] window to create a point P whose x-coordinate is f(t) and y-coordinate is g(t) depending on the value of number t." ], "metadata": { "id": "Kq0EV2wLSt2h" } }, { "cell_type": "markdown", "source": [ "11. [Inpute]창에 SetCaption(P,\"\\$\\mathrm{P}\\$\") 를 입력하여 점 P를 이름을 Latex 수식으로 이쁘게 만든다.\n", "\n", " Enter SetCaption(P,\"\\$\\mathrm{P}\\$\") in the [Inpute] window to give point P a nice name with a Latex formula." ], "metadata": { "id": "tmX_8TEWSv35" } }, { "cell_type": "markdown", "source": [ "12. [Input]창에 SetColor[P,\"Blue\"]를 입력하여 점 P의 색상을 파랑으로 한다.\n", "\n", " Enter SetColor[P,\"Blue\"] in the [Input] window to set the color of point P to blue." ], "metadata": { "id": "SNmfQtohSxfp" } }, { "cell_type": "markdown", "source": [ "13. [Input]창에 c=Curve[f(v),g(v),v,a,t]를 입력하여 매개변수 곡선 c를 만든다.\n", "\n", " Enter c=Curve[f(v),g(v),v,a,t] in the [Input] window to create a parametric curve c." ], "metadata": { "id": "ljUtGNb6SzBJ" } }, { "cell_type": "markdown", "source": [ "14. [Input]창에 SetColor[c,\"Blue\"]를 입력하여 매개변수 곡선 c의 색상을 파랑으로 한다.\n", " \n", " Enter SetColor[c,\"Blue\"] in the [Input] window to set the color of the parameter curve c to blue." ], "metadata": { "id": "nIlN5f0tS0zh" } }, { "cell_type": "markdown", "source": [ "15. [Algebra]창과 [Graphics]창 경계에 마우스를 위치시켰을때 마우스 커서가 좌우화살표로 변한다. 이때 왼쪽 마우스를 누른 상태로 대수창을 넓혀서 곡선 c의 내용이 다 보이도록 창의 너비를 조절한다.\n", "\n", " When you place the mouse on the border of the [Algebra] window and the [Graphics] window, the mouse cursor changes to a left or right arrow. At this time, expand the algebra window while pressing the left mouse button and adjust the width of the window so that the contents of curve c are fully visible." ], "metadata": { "id": "nm8RybTXS29L" } }, { "cell_type": "markdown", "source": [ "16. [Algebra]창의 t를 선택하거나 [Graphics]창의 슬라이더 t 를 선택하고 좌 우 방향키를 눌러보면 수 t의 값에 따라 매개변수 곡선이 그려진다.\n", "\n", " If you select t in the [Algebra] window or select the slider t in the [Graphics] window and press the left or right arrow keys, a parameter curve will be drawn according to the value of the number t." ], "metadata": { "id": "jIABm-KeS4hz" } }, { "cell_type": "markdown", "source": [ "17. [Input]창에 StartAnimation[t, true] 를 입력하여 수 t의 값이 자동으로 변하게 한다. 또한 입력창에 StartAnimation[t,false] 를 입력하여 수 t의 값이 변하는 것을 멈출 수 있다.\n", "\n", " Enter StartAnimation[t, true] in the [Input] window to automatically change the value of the number t. You can also stop the value of the number t from changing by entering StartAnimation[t,false] in the input window." ], "metadata": { "id": "NoeA9EInS6RD" } }, { "cell_type": "markdown", "source": [ "ex)\n", "\n", "- f(t)=3cos[t]\n", "\n", " g(t)=3sin[t]\n", "\n", " a=0\n", "\n", " b=2pi\n", "\n", "\n", "\n", "- f(t)=cos[2t]\n", "\n", " g(t)=2cos[t]\n", "\n", " a=0\n", "\n", " b=pi\n", "\n", "\n", "\n", "- f(t)=sin[t]\n", "\n", " g(t)=cos[2t]\n", "\n", " a=pi/2\n", "\n", " b=3pi/2\n", "\n", "\n", "\n", "- f(t)=t-sin[t]\n", "\n", " g(t)=1-cos[t]\n", "\n", " a=0\n", "\n", " b=2pi" ], "metadata": { "id": "rjlqWeCCS7l5" } } ] }