Set A = { 2,3,4,6 } Set B = { 2,5,7,9 }

What is the probability that two randomly chosen elements from B would add up to be more than the product of two randomly chosen elements from A?

For set B, the pairs and their sums are:

Out of the possibilities listed, the outcomes where the sum of a pair from B is greater than a product of a pair from A is as follows:

In all, we have 6+5+2+2 = 15 possibilities to meet the condition required, out of a total 36 possible outcomes. This the probability is 15/36

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