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A random sample of size 10 selected from a bell-shaped distribution has a mean equal to 11 and a standard deviation equal to

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Answer #1

Solution :

Given that ,

mean = \mu = 11

standard deviation = \sigma = 5.4

n = 10

x = 22

Using z-score formula,

z = x - \mu / \sigma   

z = 22 - 11/ 5.4

z = 2.04

correct option is = B.

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