Suppose the mean of a math exam score is 70 with a standard deviation of 20. If each score is increased by 2 and then each result is multiplied by 1.05, then new mean and standard deviation are O a. µ = 76.5 and o = 20.1 O b. µ = 75.6 and o = 21.0 O C.µ = 75.6 and o = 20.0 O d. µ = 75.6 and o = 22.6 e.µ = 72.0 and o = 22.0

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Suppose the mean of a math
exam score is 70 with a
standard deviation of 20. If
each score is increased by 2
and then each result is
multiplied by 1.05, then new
mean and standard
deviation are
O a. µ = 76.5 and o = 20.1
O b. µ = 75.6 and o = 21.0
O C.µ = 75.6 and o = 20.0
d. µ = 75.6 and o = 22.6
O e. µ = 72.0 and o = 22.0
Transcribed Image Text:Suppose the mean of a math exam score is 70 with a standard deviation of 20. If each score is increased by 2 and then each result is multiplied by 1.05, then new mean and standard deviation are O a. µ = 76.5 and o = 20.1 O b. µ = 75.6 and o = 21.0 O C.µ = 75.6 and o = 20.0 d. µ = 75.6 and o = 22.6 O e. µ = 72.0 and o = 22.0
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