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A 4 ´ 3 ´ 2 solid is painted green on all 6 faces and then cut into 24-unit cubes. One-unit cube is randomly selected and rolled. Its top face is green. What is the probability that its bottom face is also green. Express your answer as a percent.
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Answers
Answer:
Zero %
Step-by-step explanation:
See the attached for explanation.
There are unit cubes with only one side or two or maximum 3 sides painted green.
And all painted sides are adjacent and none of the units have two opposite sides painted.
So there is no chance for any of the cubes to have top and bottom sides painted green.
Given : 4 * 3 * 2 Solid cuboid painted green on all Sides and cut into 24 unit cubes
To find : If top face is green then probability that bottom face is also green
Solution:
4 * 3 * 2 Cuboid cut into 24 unit cubes
8 cubes will have 3 Face pained
12 Cubes will Have 2 face Painted
4 Cubes will have 1 Face Painted
No cube will be having opposite face painted.
hence if top face have green color then Bottom face can not have green color as none of the cube have opposite face painted
Hence Probability = 0
If top face is green then probability that bottom face is also green = 0
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