The weight distribution of the adult population of the town of KJH is normally distributed with a mean of 169 pounds and standard deviation 23.6 pounds. Given the information above, compute the following: The probability that a person chosen at random from this population will be heavier than 139 pounds. The probability that a person chosen from this population will be lighter than 182 pounds. The probability that a person chosen from this population will be between the weights of 182 pounds and 200 pounds.
The weight distribution of the adult population of the town of KJH is normally distributed with a mean of 169 pounds and standard deviation 23.6 pounds. Given the information above, compute the following: The probability that a person chosen at random from this population will be heavier than 139 pounds. The probability that a person chosen from this population will be lighter than 182 pounds. The probability that a person chosen from this population will be between the weights of 182 pounds and 200 pounds.
Chapter1: Financial Statements And Business Decisions
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Question
- The weight distribution of the adult population of the town of KJH is
normally distributed with a mean of 169 pounds and standard deviation 23.6 pounds. Given the information above, compute the following: - The probability that a person chosen at random from this population will be heavier than 139 pounds.
- The probability that a person chosen from this population will be lighter than 182 pounds.
- The probability that a person chosen from this population will be between the weights of 182 pounds and 200 pounds.
- What weight separate the heavier 8% portion of the population to the rest?
- What weights separate the middle 86% of the population to the rest of the population?
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