Susan is 66 inches tall. The average height of women is 63.7 inches with a standard deviation of 1.75. How does Susan compare to the mean (how many SD above or below the mean is she)? Write an example of the average distance that the individual values of a problem vary from the mean in context.

Kindly check explanation

Explanation:

Given that :

Mean height of women = 63.7 inches

Susan's height = 66 inches standard deviation = 1.75 inches

Number of standard deviations above or below the mean:

Zscore = (Susan's height - mean height) standard deviation

Zscore = (66 - 63.7) / 1.75

Zscore = 2.3 / 1.75

Zscore = 1.314

Meaning Susan's height is 1.314 standard deviations above the mean height of women.

To evaluate the average distance by which individual values vary from the mean. Use the relation:

[The value (X) - mean value (m)] / standard deviation

answer: the net deposit amount   (option c)

in order to fill in the deposit slip, michael needs to fill in the amount that he wants to deposit in the bank. without the net deposit amount, he will not be able to deposit the money because it is mandatory for him to mention it, as the bank needs to maintain a record to avoid any inconveniences for the bank and michael in the future.

the bank officer checks and verifies the amount received against the amount written on the deposit slip to process the slip.  

i am confused on the question.