Harvested apples from a farm in Eastern Washington are packed into boxes for shipping out to retailers. The apple shipping boxes are set to pack 44 pounds of apples. The actual weights of apples loaded into each box vary with mean μ = 44 lbs and standard deviation o = 2 lbs. A) Is a sample of size 30 or more required in this problem to obtain a normally distributed sampling distribution of mean loading weights? Ο No Ⓒ Yes B) What is the probability that 31 boxes chosen at random will have mean weight less than 43.2 lbs of apples? (Round 0 to two decimal places and your answer to four decimal places.)

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Harvested apples from a farm in Eastern Washington are packed into boxes for shipping out to retailers. The apple shipping boxes are set to pack 44 pounds of apples. The actual weights of apples loaded into each box vary with mean �=44 lbs and standard deviation �=2 lbs.

A) Is a sample of size 30 or more required in this problem to obtain a normally distributed sampling distribution of mean loading weights?

  • No
  • Yes
Correct




B) What is the probability that 31 boxes chosen at random will have mean weight less than 43.2 lbs of apples? (Round ��¯ to two decimal places and your answer to four decimal places.)

Harvested apples from a farm in Eastern Washington are packed into boxes for shipping out to retailers. The
apple shipping boxes are set to pack 44 pounds of apples. The actual weights of apples loaded into each box
vary with mean μ = 44 lbs and standard deviation σ = 2 lbs.
A) Is a sample of size 30 or more required in this problem to obtain a normally distributed sampling
distribution of mean loading weights?
No
Yes
B) What is the probability that 31 boxes chosen at random will have mean weight less than 43.2 lbs of
apples? (Round σ to two decimal places and your answer to four decimal places.)
Transcribed Image Text:Harvested apples from a farm in Eastern Washington are packed into boxes for shipping out to retailers. The apple shipping boxes are set to pack 44 pounds of apples. The actual weights of apples loaded into each box vary with mean μ = 44 lbs and standard deviation σ = 2 lbs. A) Is a sample of size 30 or more required in this problem to obtain a normally distributed sampling distribution of mean loading weights? No Yes B) What is the probability that 31 boxes chosen at random will have mean weight less than 43.2 lbs of apples? (Round σ to two decimal places and your answer to four decimal places.)
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