Assume that women's heights have a mean of 68 inches (5 feet 8 inches) and a standard deviation of 3 inches a. What women's height corresponds to a z-score of 1.80? b.What women's height correspond to a z-score of -1.20?

kvasilw0

kvasilw0

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2022-08-19

Assume that women's heights have a mean of 68 inches (5 feet 8 inches) and a standard deviation of 3 inches
a. What women's height corresponds to a z-score of 1.80?
b.What women's height correspond to a z-score of -1.20?

Answer & Explanation

vibrerentb

vibrerentb

Beginner2022-08-20Added 21 answers

Given: μ = 68 ; δ = 3
a) z = x μ δ x = μ + z δ
x = 68 + 1.80 × 3 x = 73.4
b) z = x μ δ x = μ + z δ x = 68 + ( 1.20 ) × 3 x = 64.4
a) The women's height that corresponds to a z-score of 1.80 is 73.4 inches
b) The women's height that correspond to a z-score of -1.20 is 64.4 inches

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