An adult has on average 5.2 liters of blood. Assume the variable is normally distributed and has a standard deviation of 0.3. A person is randomly selected, calculate, rounding your answers to two decimal places. f) Suppose that if an adult falls in the bottom 5% of the distribution of the amount of blood of adults, that person is considered anemic. What is the most amount of blood the adult may have and still be considered anemic? (Round this answer to two decimal places) g) Suppose that if an adult falls in the top 1% of the distribution of the amount of blood of adults, that person can donate up to 1.5 pints of blood at any one time. What is the minimum amount of blood the adult may have and still be able to donate 1.5 pints of blood at any one time? (Round this answer to two decimal places)
An adult has on average 5.2 liters of blood. Assume the variable is
f) Suppose that if an adult falls in the bottom 5% of the distribution of the amount of blood of adults, that person is considered anemic. What is the most amount of blood the adult may have and still be considered anemic? (Round this answer to two decimal places)
g) Suppose that if an adult falls in the top 1% of the distribution of the amount of blood of adults, that person can donate up to 1.5 pints of blood at any one time. What is the minimum amount of blood the adult may have and still be able to donate 1.5 pints of blood at any one time? (Round this answer to two decimal places)
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