Mathematics, 04.12.2020 22:10, itsjustmechucky
Helpp pls
Let x denote the number of broken pencils in a randomly selected 50-count box from a local office supply store. The variable x has the following probability distribution:
x01234
P(X)0.520.350.10.020.01
Calculate and interpret σx. (4 points)
A-0.82; if we were to select many boxes of pencils randomly, the number of broken pencils would typically vary about 0.82 from the mean
B-0.31; if we were to select many boxes of pencils randomly, we would expect about 0.31, on average, to contain broken pencils
C-0.65; if we were to select many boxes of pencils randomly, the number of broken pencils would typically vary about 0.65 from the mean
D-0.52; if we were to select many boxes of pencils randomly, we would expect about 0.52 to have no broken pencils
E-0.13; if we were to select many boxes of pencils randomly, we would expect about 0.13, on average, to contain broken pencils
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Helpp pls
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