QUESTION 1
The mean BMI for urban women in Canada in 2001 was 24.7, and the standard deviation was 4.2. Assume that the distribution was normal. Find
the probability that a woman had a BMI of less than 18.5 (underweight). Round your answer to 7 decimal places.
QUESTION 2
The mean BMI for urban women in Canada in 2001 was 24.7, and the standard deviation was 4.2. Assume that the distribution was normal. Find
the probability that a woman had a BMI of greater than 40 (extremely obese). Give your answer to 6 decimal places.
QUESTION 3
The mean BMI for urban women in Canada in 2001 was 24.7, and the standard deviation was 4.2. Assume that the distribution was normal.
Find the probability that a woman had a BMI between 30 and 40 (obese). Give your answer to 6 decimal places.
QUESTION 4
The mean BMI for urban women in Canada in 2001 was 24.7, and the standard deviation was 4.2. The definitions for obesity and underweight in
the previous questions are the ones that are typically used. However, the American National Institute of Health defines the cutoff for \"underweight\"
to be the 5th percentile. Based on the 2007 mean and standard deviation, what BMI would you need to be below to be considered underweight
then? Give your answer to 4 decimal places.