MathDB

Jason and Valerie agree to meet for game night, which runs from

4:00

PM to

5:00

PM. Jason and Valerie each choose a random time from

4:00

PM to

5:00

PM to show up. If Jason arrives first, he will wait

20

minutes for Valerie before leaving. If Valerie arrives first, she will wait

10

minutes for Jason before leaving. What is the probability that Jason and Valerie successfully meet each other for game night?

Problem Statement