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Find the Value of the Constant K So That the Given

Question 328

Multiple Choice

Find the value of the constant k so that the given function in a probability density function for a random variable over the
specified interval.
- f(x) =kx over [1,17]f ( x ) = \frac { k } { x } \text { over } [ 1,17 ]


A) 1ln⁡17\frac { 1 } { \ln 17 }
B) ln⁡17\ln 17
C) 1−ln⁡171 - \ln 17
D) 2ln⁡17\frac { 2 } { \ln 17 }

Correct Answer:

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