The triangular distribution is used in "what-if" analysis for business planning.
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Q12: The height and width of a continuous
Q13: The triangular distribution T(0, 10, 20) is
Q14: Any normal distribution has a mean of
Q15: For a continuous random variable, the total
Q16: Normal distributions differ only in their means
Q18: Experience suggests that 4 percent of all
Q19: The exponential distribution describes the number of
Q20: The exponential distribution is always skewed right.
Q21: A random variable X is best described
Q22: A machine dispenses water into a glass.
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