1. A. Write a VPython program that creates eight spheres, each placed at one corner of a cube centered on the origin. The length of a side of the cube should be 6 units, and the radius of each sphere should be 0.5. Use at least two different colors for the spheres. B. Add to the program an arrow whose tail is at one corner of the cube and whose tip is at the corner diagonally opposite. The figure below shows the display from one possible solution to this problem.

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
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3500) assignments/3090165
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ms to Canvas for the following problems. There should be 7 programs.
4B, 5, 6
1. A. Write a VPython program that creates eight spheres, each placed at one corner of a cube
centered on the origin. The length of a side of the cube should be 6 units, and the radius of each
sphere should be 0.5. Use at least two different colors for the spheres.
B. Add to the program an arrow whose tail is at one corner of the cube and whose tip is at the
corner diagonally opposite. The figure below shows the display from one possible solution to
this problem.
2. Write a VPython program that represents the x, y, and z axes by three cylinders of different
colors. This display from one possible solution is below.
Transcribed Image Text:VPython 3500) assignments/3090165 Answers to ms to Canvas for the following problems. There should be 7 programs. 4B, 5, 6 1. A. Write a VPython program that creates eight spheres, each placed at one corner of a cube centered on the origin. The length of a side of the cube should be 6 units, and the radius of each sphere should be 0.5. Use at least two different colors for the spheres. B. Add to the program an arrow whose tail is at one corner of the cube and whose tip is at the corner diagonally opposite. The figure below shows the display from one possible solution to this problem. 2. Write a VPython program that represents the x, y, and z axes by three cylinders of different colors. This display from one possible solution is below.
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