Exercise 3.3 Suppose that the probability density function of X is 0 2/3). f (x) = 3x?, 0,

Algebra & Trigonometry with Analytic Geometry
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ISBN:9781133382119
Author:Swokowski
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Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 18E
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kindly help me with problem RANDOM VARIABLES AND PROBABILITY DISTRIBUTIONS thank youu!

answer only 3.3

 

Exercise 3.3 Suppose that the probability density function of X is
0 <x<1
elsewhere
Determine PCX < 1/3), P(1/3 <X<2/3), and P(X > 2/3).
f (x) = 3x,
0,
Exercise 3.4 In Exercise 3.3, the probability density function of X is
f (x) = 3x,
0,
0<x<1
elsewhere
Determine the cumulative distribution function of X.
Transcribed Image Text:Exercise 3.3 Suppose that the probability density function of X is 0 <x<1 elsewhere Determine PCX < 1/3), P(1/3 <X<2/3), and P(X > 2/3). f (x) = 3x, 0, Exercise 3.4 In Exercise 3.3, the probability density function of X is f (x) = 3x, 0, 0<x<1 elsewhere Determine the cumulative distribution function of X.
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