Suppose that x has an exponential distribution with $\theta = 5 . \text { Find } P ( x \leq 10 )$
A) 0.864665
B) 0.393469
C) 0.606531
D) 0.135335

Name: Suppose that x has an exponential distribution with $\theta = 5 . \text { Find } P ( x \leq 10 )$ A) 0.864665 B) 0.393469 C) 0.606531 D) 0.135335
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Question

Quizplus · Accepted Answer

The cumulative distribution function (CDF) for an exponential distribution is $1 - e^{-x/\theta}$. Substituting $x = 10$ and $\theta = 5$, we get $1 - e^{-10/5} = 1 - e^{-2} \approx 0.864665$.

Suppose That X Has an Exponential Distribution With θ=5. Find P(x≤10)\theta = 5 . \text { Find } P ( x \leq 10 )θ=5. Find P(x≤10)

Suppose That X Has an Exponential Distribution With $\theta = 5 . \text { Find } P ( x \leq 10 )$