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find the values of A and B and sketch the cumulative distribution function F (x)=A+B Ln (3x+2)
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What are "A" and "B"?
that's what I need help solving
I think that you need more information.
All it says is..... Suppose that the random variable X is the time taken by a garage to service a car. These times are distributed between 0 and 10 hours with the cumulative distribution function F(x)=A+Bln(3x+2) for 0<x<10. a. FInd the values of A and B of the cumulative distribution function.
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