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I don't know what ... means so i'll assume it's <=, if it's > then use the formula P(X>a) = 1-
P(X<=a)
The CDF of an exponential distribution of parameter L is F(x) = 1-e^(-Lx) for x>=0 and 0
otherwise
The mean of an exponential distribution is 1/L
1
Solution
I don't know what ... means so i'll assume it's <=, if it's > then use the formula P(X>a) = 1-
P(X<=a)
The CDF of an exponential distribution of parameter L is F(x) = 1-e^(-Lx) for x>=0 and 0
otherwise
The mean of an exponential distribution is 1/L
1

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I dont know what ... means so ill assume its =, if its th.pdf

  • 1. I don't know what ... means so i'll assume it's <=, if it's > then use the formula P(X>a) = 1- P(X<=a) The CDF of an exponential distribution of parameter L is F(x) = 1-e^(-Lx) for x>=0 and 0 otherwise The mean of an exponential distribution is 1/L 1 Solution I don't know what ... means so i'll assume it's <=, if it's > then use the formula P(X>a) = 1- P(X<=a) The CDF of an exponential distribution of parameter L is F(x) = 1-e^(-Lx) for x>=0 and 0 otherwise The mean of an exponential distribution is 1/L 1