At least how many test cases are required to achieve multiple condition coverage of the following code segment: If((a>5) and (b<100) and (c>50)) x=x+1;a)2b)4c)6d)8
Question
At least how many test cases are required to achieve multiple condition coverage of the following code segment: If((a>5) and (b<100) and (c>50)) x=x+1;a)2b)4c)6d)8
Solution
To achieve multiple condition coverage, we need to test all possible combinations of conditions. In this case, we have three conditions: a>5, b<100, and c>50. Each condition can be either true or false, so for three conditions, we have 2^3 = 8 possible combinations. Therefore, we need at least 8 test cases to achieve multiple condition coverage. So, the answer is d)8.
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