Extension 4 - Draw n-gon For the final pre-defined choice of extension, you must implement a method that draws a regular polygon parameterized number of sides and length for these sides. As the shape is regular, each side will have the s length. Examples of regular polygons are the equilateral triangle, square, pentagon, hexagon, etc... This method must have the following header: public static void drawNgon (Turtle t, int numSides, int side Length) { The parameters are used as follows: • Turtle t o Used to draw the random shape • int numSides o The number of sides to draw. If this value is 5, then a pentagon should be drawn for example. int side Length o The length of each side to draw The angle that the Turtle should turn after each side can be found using the following formula: double angle = 360.0 / numSides Using this formula, the angle that the Turtle would need to turn each time to make a pentagon would be: 360.0/5 = 72.0
Extension 4 - Draw n-gon For the final pre-defined choice of extension, you must implement a method that draws a regular polygon parameterized number of sides and length for these sides. As the shape is regular, each side will have the s length. Examples of regular polygons are the equilateral triangle, square, pentagon, hexagon, etc... This method must have the following header: public static void drawNgon (Turtle t, int numSides, int side Length) { The parameters are used as follows: • Turtle t o Used to draw the random shape • int numSides o The number of sides to draw. If this value is 5, then a pentagon should be drawn for example. int side Length o The length of each side to draw The angle that the Turtle should turn after each side can be found using the following formula: double angle = 360.0 / numSides Using this formula, the angle that the Turtle would need to turn each time to make a pentagon would be: 360.0/5 = 72.0
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Use java
See the image for requirements

Transcribed Image Text:Extension 4 - Draw n-gon
For the final pre-defined choice of extension, you must implement a method that draws a regular polygon w
parameterized number of sides and length for these sides. As the shape is regular, each side will have the s
length.
Examples of regular polygons are the equilateral triangle, square, pentagon, hexagon, etc...
This method must have the following header:
public static void drawNgon (Turtle t, int numSides, int side Length) {
The parameters are used as follows:
• Turtle t
o Used to draw the random shape
int numSides
o The number of sides to draw. If this value is 5, then a pentagon should be drawn for example.
int side Length
o The length of each side to draw
The angle that the Turtle should turn after each side can be found using the following formula:
double angle = 360.0 / numSides
Using this formula, the angle that the Turtle would need to turn each time to make a pentagon would be:
360.0/5 = 72.0
Expert Solution
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Follow-up Questions
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Follow-up Question
Thanks you so much!
Another questions: this is my code (see image), and I was trying to let the turtle to draw 4 different sizes sqaures, but after I ran my code, the turtle drew out 4 same size squares, where or how should I fix it(or update it)?
thank you.

Transcribed Image Text:53
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t.down();
public static void drawRandomS (Turtle t, Random rand, int numSquares, int maxSize) { // Extension
int randomSize = rand.nextInt (maxSize - 0 + 1) + 0;
for (int square = 0; square < numSquares; square++) {
for (int k = 0; k < 4; k++) {
t. forward (randomSize);
t.left (90);
}
}
}
t.up();
t. forward (120);
t.down();
t.up();
t. forward (200);
t.down();
/home/Shapes.java 61:28 Spaces: 4 (Auto)
Console Terminal
X Exceeded wall time
Solution
Follow-up Question
Can you provide a screenshot? It's a little bit hard to read like this
thank you
Solution
Follow-up Question
Thank you. But can you use the parameters and the formula given in the image??
Solution
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