Question: We are given a stick that extends from 0 tox. Its length,x, is the realization of an exponential random variableX, with mean1. We break that

We are given a stick that extends from 0 tox. Its length,x, is the realization of an exponential random variableX, with mean1. We break that stick at a pointY that is uniformly distributed over the interval[0,x].

Write down the (fully specified) joint PDFX,Y, ^(x,y) ofX andY.

For0

Q1: f X,Y, ^(x,y)=

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