Question

Suppose X ~ N (10, 6). This says that x is a normally distributed random variable...

Suppose X ~ N (10, 6). This says that x is a normally distributed random variable with mean μ = 10 and standard deviation σ = 6. Suppose x = 20, then x= 20 means that it is:

a) 1.67 above mean

b) 1.67 below mean

c) 0.67 above mean

d) 0.67 below mean

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Answer #1

Answer

we have to find the z value

we have mu = 10, sigma = 6, ar{x} = 20

we know the formula for the calculation of z is given as

z =(ar{x}-mu)/sigma

setting the given values, we get

(20-10) /6-10/6 +1.67

So, plus sign means above mean value

Option A is correct answer because z value is +1.67, i.e. 1.67 above the mean

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