From the manufacturer, he knows the distribution of pizza temperatures is normally distributed. He was told that his brand of oven tempereatures should have an average temperature of 165 degrees with a standard deviation of 2 degrees. Find the probability that if his ovens were functioning to industry standards, what would the probability be that it would cook to a temperature higher than 175 degreess. Based on this probability should a reading of 175 degrees be unusual? Does he get readings that high? Find the probability that if his ovens were functioning to industry standards, what would the probability be that it would cook to a temperature lower than 160 degrees. Would a temperature of 160 be a signigicantly low temperature based on this? Does he get readings this low?
From the manufacturer, he knows the distribution of pizza temperatures is
Based on this probability should a reading of 175 degrees be unusual? Does he get readings that high?
Find the probability that if his ovens were functioning to industry standards, what would the probability be that it would cook to a temperature lower than 160 degrees. Would a temperature of 160 be a signigicantly low temperature based on this? Does he get readings this low?
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