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There is one error in one of five blocks of a program. To find the error, we test three randomly selected blocks. What is the probability of finding the error.
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assuming random means it is possible to repeat the same choice, (1/5)^3 or 1/125 or .008
The three blocks are picked at the same time.
There are 5C3 different outcomes = 10 To miss the error, you need to pick 3 non error blocks from 4 so 4C3 = 4 To not miss the error, means you need to pick it and 2 other block from 4 so 4C2 = 6 Answer 0.6. Can anyone confirm?
.6 is correct
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