Which of these is the formula for computing the Z score?
= (Score - Mean) / Standard Deviation |
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= (Score x Mean) / Standard Deviation |
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= Square Root of the Sum of Squared Mean Differences |
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= Square Root of (Score - Mean) Squared |
Z score standardized with respect to location and scale. Hence we need to subtract the mean from original score and divide with standard deviation.
Therefore the formula of z score is =
(Score - Mean) / Standard Deviation
Which of these is the formula for computing the Z score? = (Score - Mean) /...
) 0/1 points \Previous Answers 1/2 Submissions Used The denominator of the z-score formula is a squared deviation squared standard deviation none of the optiong O deviation Submit Answer Save Progress
Can someone please explain how to calculate the z-score?
I was using the formula z=(x-mean)/standard deviation, but it keeps
getting marked incorrect.
In the following data setof tire pressures(psi), determine the Z-score of 83. 2447 45 3 52 | 80 83 58 41 | 81 | 49 97 36 86 6 25 93 2 34 70 Z-score = [three decimal places]
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What formula should I use for standard deviation? It must be
entered as an excel formula
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