given: x=60 and s=6 find the z-score that corresponds to each of the following scores up to two decimal places
a. x=70
b. x=58
We have a normal distribution, μ=60,σ=6,\mu=60, \sigma=6,μ=60,σ=6,
z=x−μσ.z=\cfrac{x-\mu}{\sigma}.z=σx−μ.
a. x=70,z=70−606=53=1.67.b. x=58,z=58−606=−13=−0.33.a. \ \ x=70,z=\cfrac{70-60}{6}=\cfrac{5}{3}=1.67.\\ \\ b. \ \ x=58,z=\cfrac{58-60}{6}=-\cfrac{1}{3}=-0.33.a. x=70,z=670−60=35=1.67.b. x=58,z=658−60=−31=−0.33.
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