answer both

One of the major products at a large company is french fries that are sold on the commercial market to certain customers such asfast-food chains. French fries have numerous quality attributes that are important to customers. One of these is called"dark ends," which are thedark-colored ends that can occur when the fries are cooked. Suppose a major customer will accept no more than 0.06 of the fries having dark ends.

Recently, the customer called the company saying that a recent random sample of 400 fries was tested from a shipment and 36 fries had dark ends. Assuming that the population does meet the 0.06 standard, what is the probability of getting a sample of 400 with 36 or more darkends? Comment on this result.

The probability of getting a sample of 400 with 36 or more dark ends is

nothing

.

(Round to four decimal places asneeded.)

Since there is a

% chance that a sample of 400 would yield 36 fries with dark ends if the population of fries meets thestandard, the managers

should not

should

take corrective action.

(Round to one decimal place asneeded.)