Parker has a part-time job picking apples. Let the random variable A represent the number of baskets of apples picked each day. The distribution of A has mean 4.5 baskets and standard deviation 1.3 baskets. Parker is paid $65 per day plus $5 per basket. What are the mean and standard deviation of Parker's daily pay?

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Parker has a part-time job picking apples. Let the random variable A represent the number of baskets of
apples picked each day. The distribution of A has mean 4.5 baskets and standard deviation 1.3 baskets.
Parker is paid $65 per day plus $5 per basket. What are the mean and standard deviation of Parker's
daily pay?
Transcribed Image Text:Parker has a part-time job picking apples. Let the random variable A represent the number of baskets of apples picked each day. The distribution of A has mean 4.5 baskets and standard deviation 1.3 baskets. Parker is paid $65 per day plus $5 per basket. What are the mean and standard deviation of Parker's daily pay?
A) = $87.50 and σ =
= $71.50
B) = $87.50 and a = $6.50
E
μ = $22.50 and σ = $6.50
D = $87.50 and a = $1.30
= $22.50 and a $71.50
Transcribed Image Text:A) = $87.50 and σ = = $71.50 B) = $87.50 and a = $6.50 E μ = $22.50 and σ = $6.50 D = $87.50 and a = $1.30 = $22.50 and a $71.50
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