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The continuous random variable X, has a uniform distribution over the interval from 23 to 43....

The continuous random variable X, has a uniform distribution over the interval from 23 to 43. Given that z is a standard normal random variable, what is the probability of z being greater than -1.53? if the area to the left of z is 0.166, what is the value of Z? if the area between this z and its negative value, –z is an area of 0.97, what is the value of z?

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Answer #1

The value of cumulative probabilities and inverse commutative probabilities can compute using normal probability table .

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