Assume that the time required to pour a concrete floor for a structure (D) has a triangular

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Assume that the time required to pour a concrete floor for a structure (D) has a triangular distribution between 10 and 15 days with a mode of 13 days. Determine the following probabilities:

(a) P(D > 11),

(b) P(D < 13),

(c) P(D = 12), and

(d) P(10 < D < 15).

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Probability Statistics And Reliability For Engineers And Scientists

ISBN: 9781439809518

3rd Edition

Authors: Bilal M. Ayyub, Richard H. McCuen

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Question Posted: Sep 19, 2024 02:27 PM

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Assume that the time required to pour a concrete floor for a structure (D) has a triangular

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Probability Statistics And Reliability For Engineers And Scientists

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