The daily discharge of a river can be modeled using log-normal distribution with a mean of...
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The daily discharge of a river can be modeled using log-normal distribution with a mean of 1300 m³/sec with a standard deviation of 500 m³/sec. a. What is the probability that the discharge shall exceed 2000 m³/sec. b. What is the probability that the discharge shall exceed 1300 m²/sec. c. What is the conditional probability that the discharge is less than 2000 m³/sec given it is more than the mean 1300 m³/sec. d. If a bank is to be made across the river to avoid flooding with the design daily discharge that shall be exceeded once in 10 years. Calculate the design daily discharge The daily discharge of a river can be modeled using log-normal distribution with a mean of 1300 m³/sec with a standard deviation of 500 m³/sec. a. What is the probability that the discharge shall exceed 2000 m³/sec. b. What is the probability that the discharge shall exceed 1300 m²/sec. c. What is the conditional probability that the discharge is less than 2000 m³/sec given it is more than the mean 1300 m³/sec. d. If a bank is to be made across the river to avoid flooding with the design daily discharge that shall be exceeded once in 10 years. Calculate the design daily discharge
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To answer these questions we can use the properties of the lognormal distribution The lognormal dist... View the full answer
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Managing Operations Across The Supply Chain
ISBN: 9781260547634
4th Edition
Authors: Morgan Swink, Steven Melnyk, Janet L. Hartley, M. Bixby Cooper
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