You have two friends: a reliable friend, and an unreliable friend. When the reliable friend says "I'll be there in 5 minutes", what this means is "I'll be there in X minutes, where X~ Uniform(0,5)". When the unreliable friend says "I'll be there in 5 minutes", what this means is "I'll be there in Y minutes, where Y~ Exponential()". (X and Y are independent.) You ask your friends for help and they both say "I'll be there in 5 minutes." What is the probability that the reliable friend arrives first? Set up an integral; do not evaluate.

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A: We have the data as below: We find the exponential model using the step by step procedure in excel…

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Q: h(x) = (1.1)* X h(x) = (1.1)* -5 -1 5 10 y

A:

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Q: find

A: Log 10 base 10=1

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A:

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A: SOLUTION-

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