Let f(x) be a continuous probability distribution: F(x) = ce -2x , x0 0 , Otherwise Find the probability of the event X + 2 = e^(-2)

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Let f(x) be a continuous probability distribution: F(x) = ce -2x , x>0 0 , Otherwise Find the probability of the event X + 2 = e^(-2)

Saurabh Koranglekar · Answer

Dear student X < 0 after solving given condition Answer is 0 Regards

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Let f(x) be a continuous probability distribution: F(x) = ce -2x , x>0 0 , Otherwise Find the probability of the event X + 2 = e^(-2)

Let f(x) be a continuous probability distribution:

F(x) = ce^-2x , x>0
0 , Otherwise
Find the probability of the event X + 2 = e^(-2)

1 Answers

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Let f(x) be a continuous probability distribution: F(x) = ce -2x , x>0 0 , Otherwise Find the probability of the event X + 2 = e^(-2)

Let f(x) be a continuous probability distribution: F(x) = ce-2x , x>0 0 , OtherwiseFind the probability of the event X + 2 = e^(-2)

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Let f(x) be a continuous probability distribution:

F(x) = ce^-2x , x>0
0 , Otherwise
Find the probability of the event X + 2 = e^(-2)