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Write a program that will allow the user to input the corners of a triangle. The program will draw small yellow circles for each input point, then draw the triangle and calculate the perimeter and area of the triangle. The program will also draw the "mirror image" of the triangle, formed by swapping the x and y coordinates of each point. This is sometimes called the "reflection" of an object.
These actions will then be repeated 4 more times for triangles in different colors.
The equation for the perimeter is length of each of the three sides added together. Use the distance formula from Program 1 (it was used for finding the radius there).
The area of a triangle can be calculated using these equations (a, b and c are the lengths of the three sides of the triangle):
The program should report the perimeter and area of each triangle and its reflection. It should also keep a total of each of those 2 measures and report the total when the program is about to end. The totals should include all triangles, including reflections. Note that the output samples also show a counter "Triangle 1", "Triangle 2", etc.
The list of colors it should use for triangles is ["red", "blue", "green", "pink", "black"].
I''m studying electrical engineering, and this semester im taking course that called Computer Design. in this course they need me to a final project about any thing we took during
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Write a script called 'prob2.m' that asks the user if they wish to clear the variables in the workspace. If the user responds with the strings 'y' or 'yes' then the workspace shoul
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Let us say we have a list of 10 animal objects called "animals" in Alice. Write the code to move them forward synchronously by 1 meter.
Problem 1. What are the potential advantages of treating two related classes as subclasses of some superclass? 2. Explain the various tools for software implementation 3.
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Write a program that will generate 25 DWORD values in the range from +/-50 representing a two dimensional array of size 5 x 5. It should then display the array as a table (5 x 5) b
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