7 Suppose two distributions with the following characteristics are given.Distribution Ap=46,4000=6,856Distribution Bμ= 32.80o=4.37If a value from distribution A is 60,100 and a value from distribution B is 36.0, convert each value to a standardized z-value and indicate which one is relatively closer to its respectivemean.Choose the correct answer below.OA. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution B.B. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution A.OC. The value from distribution A is relatively closer to its mean-because its corresponding z-value is smaller than the z-value corresponding to the value from distribution B.D. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution A.

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Suppose two distributions with the following characteristics are given. Distribution A H=46,400 o=6,856 Distribution B μ= 32.80 o=4.37 If a value from distribution A is 60,100 and a value from distribution B is 36.0, convert each value to a standardized z-value and indicate which one is relatively closer to its respective mean. Choose the correct answer below. CI OA. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution B OB. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution A. OC. The value from distribution A is relatively closer to its mean-because its corresponding z-value is smaller than the z-value corresponding to the value from distribution B. D. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution A

Suppose two distributions with the following characteristics are given. Distribution A H=46,400 o=6,856 Distribution B μ= 32.80 o=4.37 If a value from distribution A is 60,100 and a value from distribution B is 36.0, convert each value to a standardized z-value and indicate which one is relatively closer to its respective mean. Choose the correct answer below. CI OA. The value from distribution A is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution B OB. The value from distribution B is relatively closer to its mean because its corresponding z-value is smaller than the z-value corresponding to the value from distribution A. OC. The value from distribution A is relatively closer to its mean-because its corresponding z-value is smaller than the z-value corresponding to the value from distribution B. D. The value from distribution B is relatively closer to its mean because its corresponding z-value is larger than the z-value corresponding to the value from distribution A

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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