K One of the major products at a large company is french fries that are sold on the commercial market to certain customers such as fast-food chains. French fries have numerous quality attributes that are important to customers. One of these is called "dark ends," which are the dark-colored ends that can occur when the fries are cooked. Suppose a major customer will accept no more than 0.09 of the fries having dark ends. alor customer will accept no mo Recently, the customer called the company saying that a recent random sample of 400 fries was tested from a shipment and 48 fries had dark ends. Assuming that the population does meet the 0.09 standard, what is the probability of getting a sample of 400 with 48 or more dark ends? Comment on this result. The probability of getting a sample of 400 with 48 or more dark ends is (Round to four decimal places as needed.)

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Chapter1: Combinatorial Analysis
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One of the major products at a large company is french fries that are sold on the commercial market to
certain customers such as fast-food chains. French fries have numerous quality attributes that are
important to customers. One of these is called "dark ends," which are the dark-colored ends that can
occur when the fries are cooked. Suppose a major customer will accept no more than 0.09 of the fries
having dark ends.
une culter illaccept no mo
Recently, the customer called the company saying that a recent random sample of 400 fries was tested
from a shipment and 48 fries had dark ends. Assuming that the population does meet the 0.09
standard, what is the probability of getting a sample of 400 with 48 or more dark ends? Comment on
this result.
The probability of getting a sample of 400 with 48 or more dark ends is
(Round to four decimal places as needed.)
Transcribed Image Text:K One of the major products at a large company is french fries that are sold on the commercial market to certain customers such as fast-food chains. French fries have numerous quality attributes that are important to customers. One of these is called "dark ends," which are the dark-colored ends that can occur when the fries are cooked. Suppose a major customer will accept no more than 0.09 of the fries having dark ends. une culter illaccept no mo Recently, the customer called the company saying that a recent random sample of 400 fries was tested from a shipment and 48 fries had dark ends. Assuming that the population does meet the 0.09 standard, what is the probability of getting a sample of 400 with 48 or more dark ends? Comment on this result. The probability of getting a sample of 400 with 48 or more dark ends is (Round to four decimal places as needed.)
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