Uniformly at Random

Discrete Mathematics Level pending

Two variables, \(a\) and \(b\), are chosen uniformly at random.

\(a\) is chosen on the interval \([0,5]\)

\(b\) is chosen on the interval \([3,13]\)

For example, \(a\) could be \(1.342\) and \(b\) could be \(8.03328\)

What is the probability that \(a>b\)?

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