Solved

The Probability Density Function F(x) of a Random Variable X

Question 15

Multiple Choice

The probability density function f(x) of a random variable X that is uniformly distributed between a and b is:

A) 1 / ( b - a )
B) 1 / ( a - b ) .
C) ( b - a ) / 2 .
D) ( a - b ) / 2 .

Related Questions

Q10: Which of the following is true for

Q10: If the random variable X is exponentially

Q12: Given that Z is a standard normal

Q13: The mean of the exponential distribution equals

Q14: If the random variable X is

Q16: Let z<sub>1</sub> be a z-score that is

Q18: If the continuous random variable X is

Q20: If the mean of an exponential

Q81: A used car salesman in a small

Q97: Let X be a normally distributed random