An insurance company hypothesizes that the insurance claims requested by its customers come from a distribution with a mean of 8000 TL with a standard deviation of 1000 TL. What conclusion can we draw if the average of 64 randomly chosen claims turns out to be 8500 TL? A ) As 8500 is outside the 95% acceptance interval, we reject the hypothesis. B ) As 8000 is inside a 95% confidence interval, we cannot reject the hypothesis. C ) As 8500 is outside a 95% confidence interval, we reject the hypothesis. D ) None of the above. E ) As 8000 is inside the 95% acceptance interval, we cannot reject the

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An insurance company hypothesizes that the insurance claims requested by its customers come from a distribution with a mean of 8000 TL with a standard deviation of 1000 TL. What conclusion can we draw if the average of 64 randomly chosen claims turns out to be 8500 TL?

A ) As 8500 is outside the 95% acceptance interval, we reject the hypothesis.

B ) As 8000 is inside a 95% confidence interval, we cannot reject the hypothesis.

C ) As 8500 is outside a 95% confidence interval, we reject the hypothesis.

D ) None of the above.

E ) As 8000 is inside the 95% acceptance interval, we cannot reject the hypothesis.

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