1. The owner of a gas station which makes headlight inspections for the state is trying to decide whether or not to discontinue the service. He figures that to make the operation profitable, the...


1.<br>The owner of a gas station which makes headlight inspections for the<br>state is trying to decide whether or not to discontinue the service. He figures that to<br>make the operation profitable, the station must average in excess of 15 inspections<br>per week. Unless data indicates strongly that this is the case, inspections will be<br>discontinued. Data for the past year (52 weeks) yields a sample average of 16.7<br>inspections per week with a sample standard deviation of 4.5. Is this strong enough<br>evidence to cause the owner to retain the inspection service? Test the relevant<br>hypotheses using the P-value method.<br>

Extracted text: 1. The owner of a gas station which makes headlight inspections for the state is trying to decide whether or not to discontinue the service. He figures that to make the operation profitable, the station must average in excess of 15 inspections per week. Unless data indicates strongly that this is the case, inspections will be discontinued. Data for the past year (52 weeks) yields a sample average of 16.7 inspections per week with a sample standard deviation of 4.5. Is this strong enough evidence to cause the owner to retain the inspection service? Test the relevant hypotheses using the P-value method.

Jun 10, 2022
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