Question: Figure 4.25 shows the probability density function of a triangle distribution T(a,b) with endpoints a and (a) What is the height of the probability density
(a) What is the height of the probability density function at (a + b)/2?
(b) If the random variable X has a T(a, b) distribution, what is P(X < a/4 + 3b/4)?
(c) What is the variance of a T(a, b) distribution?
(d) Calculate the cumulative distribution function of a T(a, b) distribution.
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a The total area under the triangle is equal ... View full answer
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