1. A retailer has received a large shipment of TV sets. He decided to reject the shipment provided there is evidence to suggest that the shipment contains more than 5% non-acceptable items. The retailer found 14 non-acceptable items in a random selection of 160 items. At a 1% level of significance, what is the retailer's decision?

what is the appropriatechoice of H_a?

• H_a: =14
• H_a: >14
• H_a: p >.5
• H_a: p ,0875
• H_a: 14
• H_a: p > .05
• H_a: p .05
• H_a: p > .0875

Q2. what is the value of test statistic? Round your answer to two decimal places

Q3. what is p-value of the test? Round your answer to four decimal places

Q4. what is your conclusion?

• Accept H_a: p ,0875
• Accept H_a: 14
• Reject H_a: p > .05
• Accept H_a: >14
• Accept H_a: p > .05
• Accept H₀: p >.5
• Reject H₀: p .05
• Reject H_a: =14