For the parametric equation: x1 =cos(6t) + cos(6t) /2+ sin(10 * t) /3 y1 = Math.sin(6t) + sin(6t) / 2+ cos(10t) /3; for t in range [0, 12 л] a) Write down a java code to draw this function b) Update the code in a) to draw the same shape but with wide noise around every drawn point. c) Colorize the shape in b) using suitable gradient paint of your choice d) Snapshot each output.

C++ for Engineers and Scientists
4th Edition
ISBN:9781133187844
Author:Bronson, Gary J.
Publisher:Bronson, Gary J.
Chapter6: Modularity Using Functions
Section6.4: A Case Study: Rectangular To Polar Coordinate Conversion
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For the parametric equation:
x1 = cos(6t) + cos(6t) /2+ sin(10 * t) /3
y1 = Math.sin(6t) + sin(6t) / 2+ cos(10t) /3;
for t in range [0, 12 л]
a) Write down a java code to draw this function
b) Update the code in a) to draw the same shape but with wide noise around every
drawn point.
c) Colorize the shape in b) using suitable gradient paint of your choice
d) Snapshot each output.
Transcribed Image Text:For the parametric equation: x1 = cos(6t) + cos(6t) /2+ sin(10 * t) /3 y1 = Math.sin(6t) + sin(6t) / 2+ cos(10t) /3; for t in range [0, 12 л] a) Write down a java code to draw this function b) Update the code in a) to draw the same shape but with wide noise around every drawn point. c) Colorize the shape in b) using suitable gradient paint of your choice d) Snapshot each output.
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