The yearly wheat yield per acre on a local Florida farm is normally distributed with a...

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The yearly wheat yield per acre on a local Florida farm is normally distributed with a mean of 50 bushels and a standard deviation of 9 bushels. 2A. Draw the normal curve to represent this data. Label the mean and the standard deviations along the top of the curve. Be sure to include a line along the bottom. Then shade in the area that represents the probability that an acre will yield between 23 and 59 bushels. 28. 2C. Find the percentage of the area over the interval between 23 and 59 bushels per acre. 28. What is the probability that the yield will be between 23 and 59 bushels per acre? 2C. The yearly wheat yield per acre on a local Florida farm is normally distributed with a mean of 50 bushels and a standard deviation of 9 bushels. 2A. Draw the normal curve to represent this data. Label the mean and the standard deviations along the top of the curve. Be sure to include a line along the bottom. Then shade in the area that represents the probability that an acre will yield between 23 and 59 bushels. 28. 2C. Find the percentage of the area over the interval between 23 and 59 bushels per acre. 28. What is the probability that the yield will be between 23 and 59 bushels per acre? 2C.