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Consider a sequence Xi i=1,2,... of independent exponentially distributed random variables. Xi ~ Exp() 1a. Find P1=Pr(X1 s) Evaluate P1 entering =2.0 and s=3.0 1b.

  1. Consider a sequence Xi i=1,2,... of independent exponentially distributed random variables. Xi ~ Exp()
  • 1a. Find P1=Pr(X1s) Evaluate P1 entering =2.0 and s=3.0
  • 1b. Find P2=Pr(X1+X2s) Evaluate P2 entering =2.0 and s=3.0

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