# Question

In a hospital's shipment of 3,500 insulin syringes, 14 were unusable due to defects.

(a) At α = .05, is this sufficient evidence to reject future shipments from this supplier if the hospital's quality standard requires 99.7 percent of the syringes to be acceptable? State the hypotheses and decision rule.

(b) May normality of the sample proportion p be assumed?

(c) Explain the effects of Type I error and Type II error.

(d) Find the p-value.

(a) At α = .05, is this sufficient evidence to reject future shipments from this supplier if the hospital's quality standard requires 99.7 percent of the syringes to be acceptable? State the hypotheses and decision rule.

(b) May normality of the sample proportion p be assumed?

(c) Explain the effects of Type I error and Type II error.

(d) Find the p-value.

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