When the exponential distribution probability is given as P(x  9 )= 1  e ^ ^9/18 the average value for x is A)18 B)9 C)9/18 D)1/2

Name: When the exponential distribution probability is given as P(x  9 )= 1  e  9/18 the average value for x is A)18 B)9 C)9/18 D)1/2
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The exponential distribution has the probability density function P(x ≤ a) = 1 - e^(-a/λ), where λ is the average value or mean. Given P(x ≤ 9) = 1 - e^(-9/18), λ is 18.

When the Exponential Distribution Probability Is Given as P(x