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x=1137,s=557, and Standard Error =85.947 (a) Using StatCrunch, the p-value = (3 decimal
places) (b) Are the conditions met to conduct this test? Yes, np and n(1p) are both >15. ( Yes,
because the data are approximately normal. No, np and n(1p) are not both >15. Yes, the
population is approximately normal because n>30. (c) At alpha =0.05, which of the following is the
correct conclusion? Reject the null hypothesis. There is insufficient evidence that the wastewater
discharged by the industrial plant exceeds 1000 gallons per hour. O Do not reject the null
hypothesis. There is insufficient evidence that the wastewater discharged by the industrial plant
exceeds 1000 gallons per hour. Do not reject the null hypothesis. There is evidence that the
wastewater discharged by the industrial plant exceeds 1000 gallons per hour. Reject the null
hypothesis. There is sufficient evidence that the wastewater discharged by the industrial plant
exceeds 1000 gallons per hour.

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x1137s557 and Standard Error 85947 a Using StatCrunc.pdf

  • 1. x=1137,s=557, and Standard Error =85.947 (a) Using StatCrunch, the p-value = (3 decimal places) (b) Are the conditions met to conduct this test? Yes, np and n(1p) are both >15. ( Yes, because the data are approximately normal. No, np and n(1p) are not both >15. Yes, the population is approximately normal because n>30. (c) At alpha =0.05, which of the following is the correct conclusion? Reject the null hypothesis. There is insufficient evidence that the wastewater discharged by the industrial plant exceeds 1000 gallons per hour. O Do not reject the null hypothesis. There is insufficient evidence that the wastewater discharged by the industrial plant exceeds 1000 gallons per hour. Do not reject the null hypothesis. There is evidence that the wastewater discharged by the industrial plant exceeds 1000 gallons per hour. Reject the null hypothesis. There is sufficient evidence that the wastewater discharged by the industrial plant exceeds 1000 gallons per hour.