How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

WBOY
Release: 2024-04-17 20:07:27
forward
739 people have browsed it

Want to use the geometric sketchpad to draw an ellipse, but don’t know the specific steps? Geometry Sketchpad provides a feature called "Parametric Curves" to easily draw ellipses. This tutorial will introduce in detail how to use this function to draw an ellipse, including setting up parametric equations, adjusting the size of the major and minor axes, and other steps. By reading the following, you will master the technique of drawing ellipses in Geometry Sketchpad.

Select the [Data]-[New Function] command and create the functions f(x)=3cosx and g(x)=2sinx in sequence.

How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

Select the newly created functions f(x) and g(x) in turn, and then select the [Draw]-[Draw Parametric Curve] command to pop up the drawing function dialog box and enter the domain. For 0≤t≤360.

How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

Press the [Draw] button to close the dialog box, and the geometric sketchpad will draw the elliptic curve as shown below.

How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

Select the elliptic curve, then select the [Edit]-[Properties] command, and change the parameter value range to -90≤ in the dialog box that pops up as shown in the figure. t≤180.

How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

Press the [OK] button to close the dialog box and find that the elliptic curve is missing a corner.

How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad

The above is the detailed content of How to draw an ellipse using the parametric curve drawing function on the geometric sketchpad. For more information, please follow other related articles on the PHP Chinese website!

source:zol.com.cn
Statement of this Website
The content of this article is voluntarily contributed by netizens, and the copyright belongs to the original author. This site does not assume corresponding legal responsibility. If you find any content suspected of plagiarism or infringement, please contact admin@php.cn
Popular Tutorials
More>
Latest Downloads
More>
Web Effects
Website Source Code
Website Materials
Front End Template
About us Disclaimer Sitemap
php.cn:Public welfare online PHP training,Help PHP learners grow quickly!