Suppose that weights of cans of AJ's brand whipped cream have a population mean of 7.5 ouncesand a population standard deviation of 0.27 ounces and are approximately normally distributed.Which of the following statements are correct? Choose the best statement.
A) The probability that a randomly selected can of AJ's whipped cream will weigh between 7.8 ounces and 8.3 ounces is approximately 0.131.
B) Less than 1% of all cans of AJ's whipped cream will weigh more than 8.3 ounces.
C) Approximately 95% of all cans of AJ's whipped cream will weigh between 6.96 ounces and 8.04 ounces.
D) All of these statements are true.

Question

Suppose that weights of cans of AJ's brand whipped cream have a population mean of 7.5 ouncesand a population standard deviation of 0.27 ounces and are approximately normally distributed.Which of the following statements are correct? Choose the best statement.
A) The probability that a randomly selected can of AJ's whipped cream will weigh between 7.8 ounces and 8.3 ounces is approximately 0.131. 
B) Less than 1% of all cans of AJ's whipped cream will weigh more than 8.3 ounces. 
C) Approximately 95% of all cans of AJ's whipped cream will weigh between 6.96 ounces and 8.04 ounces. 
D) All of these statements are true.

Quizplus · Accepted Answer

The Answer of Suppose that weights of cans of AJ's brand whipped cream have a population mean of 7.5 ouncesand a population standard deviation of 0.27 ounces and are approximately normally distributed.Which of the following statements are correct? Choose the best statement.
A) The probability that a randomly selected can of AJ's whipped cream will weigh between 7.8 ounces and 8.3 ounces is approximately 0.131. 
B) Less than 1% of all cans of AJ's whipped cream will weigh more than 8.3 ounces. 
C) Approximately 95% of all cans of AJ's whipped cream will weigh between 6.96 ounces and 8.04 ounces. 
D) All of these statements are true.

Suppose That Weights of Cans of AJ's Brand Whipped Cream