The turkeys found in a county in southern Ohio have an average weight of 15.6 pounds with a standard deviation of 4.0 pounds.  Forty (40) turkeys are randomly selected for a county fair.  What is the probability that the average weight of these turkeys is more than 17 pounds?   First, calculate the Z SCORE and round your answer to the second decimal place: ______ Round the probability to the 4th decimal place:   _____ Use the probability value to tell me whether or not it would be unusual to randomly choose 40 turkeys and find that their average weight is more than 17 pounds?   (yes or no and explain your answer to receive full credit) _________

MATLAB: An Introduction with Applications
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The turkeys found in a county in southern Ohio have an average weight of 15.6 pounds with a standard deviation of 4.0 pounds.  Forty (40) turkeys are randomly selected for a county fair.  What is the probability that the average weight of these turkeys is more than 17 pounds?

 

First, calculate the Z SCORE and round your answer to the second decimal place: ______

Round the probability to the 4th decimal place:   _____

Use the probability value to tell me whether or not it would be unusual to randomly choose 40 turkeys and find that their average weight is more than 17 pounds?   (yes or no and explain your answer to receive full credit) _________

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