Probability density function for a continuous random number For 1

MATLAB: An Introduction with Applications
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Probability density function for a continuous random number

For 1 <x <3, it is equal to f (x) = (6/32) x +2/16. for other cases, f (x) = 0.

Find the cumulative probability function F (x <1 and x = 1) of the continuous probability division.


A)
1/5

B)
0

C)
1/2

D)
1/4

TO)
3/4

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