Find the expected area of the rectangle

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Question: Repeat Problems I and II assuming that the distribution of the lengths is exponential.

Problems II: A random rectangle has sides the lengths of which are independent uniform random variables. Find the expected area of the rectangle, and compare this result to that of Problem I.

Problem I: A random square has a side length that is a uniform [0, 1] random variable. Find the expected area of the square.

Reference no: EM131731551

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