# An algebra problem by Digi Verse

**Algebra**Level pending

Another relatively classic math problem: Two men have arranged to meet in a cafe between 2 and 4 pm. However, they did not arrange an exact time to meet. Therefore, they will both show up at a random time. These men are impatient, so they will only wait 15 minutes each before leaving. Find the probability that they will meet, and then add the denominator and numerator to plug in to the box. Assume that if one arrives at 3:59 pm, and it strikes 4, they will leave, even though they have not waited the 15 minutes yet. Make sure the fraction is in simplest forms before adding.

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