Assume that farmers' productivity is normally distributed. Farmer-1 produces an average of 85 units of watermelon per day with a standard deviation of 20. Farmer-2 produces watermelon at an average rate of 75 per day with a standard deviation of 21. Using this information above, determine the probability that Farmer-1 will produce more watermelon than Farmer-2 in a week (5 working days). a) 0.6094 b) 0.7094 c) None of the answers are correct d) 0.6794 e) 0.7794

MATLAB: An Introduction with Applications
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Assume that farmers' productivity is normally distributed. Farmer-1 produces an
average of 85 units of watermelon per day with a standard deviation of 20. Farmer-2
produces watermelon at an average rate of 75 per day with a standard deviation of
21.
Using this information above, determine the probability that Farmer-1 will produce
more watermelon than Farmer-2 in a week (5 working days).
a) 0.6094
b) 0.7094
c) None of the answers are correct
d) 0.6794
e) 0.7794
Transcribed Image Text:Assume that farmers' productivity is normally distributed. Farmer-1 produces an average of 85 units of watermelon per day with a standard deviation of 20. Farmer-2 produces watermelon at an average rate of 75 per day with a standard deviation of 21. Using this information above, determine the probability that Farmer-1 will produce more watermelon than Farmer-2 in a week (5 working days). a) 0.6094 b) 0.7094 c) None of the answers are correct d) 0.6794 e) 0.7794
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