Suppose a manufacturer of Ibuprofen, a common headache remedy, recently developed a new formulation of the drug that is claimed to be more effective. To evaluate the new drug, a sample of 230 current users is asked to try it. After a one-month trial, 215 indicated the new drug was more effective in relieving a headache. At the same time, a sample of 300 current Ibuprofen users is given the current drug but told it is the new formulation. From this group, 264 said it was an improvement. |
(1) |
State the decision rule for .05 significance level: H0: πn ≤ πc; H1: πn > πc. (Round your answer to 2 decimal places.) |
Reject H0 if z > |
(2) |
Compute the value of the test statistic. (Do not round the intermediate value. Round your answer to 2 decimal places.) |
Value of the test statistic |
(3) | Can we conclude that the new drug is more effective? Use the .05 significance level. |
(Click to select)Do not rejectReject H0. We (Click to select)cancannot conclude that the new drug is more effective. |
The statistical software output for this problem is:
Hence,
1. Reject Ho if z > 1.65
2. Test statistic = 2.12
3. Reject; Can
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