A drug company has developed a new over-the-counter medicine intended to provide relief from headache pain. Before marketing the drug, the company would like to get an estimate of the population proportion of users of this drug who actually experience pain relief. They decide to select a random sample of 120 patients with headache pain and determine the proportion that experience pain relief. If 90 of the 120 patients experienced pain relief, determine a 99% confidence interval for the population proportion of users of this drug who will experience pain relief. (Round your answer to 3 decimal places.) O (0.648,0.852) O (0.741,0.759) O (0.673,0.827) O (0.743,0.757)

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A drug company has developed a new over-the-counter medicine intended to provide relief from headache
pain. Before marketing the drug, the company would like to get an estimate of the population proportion of
users of this drug who actually experience pain relief. They decide to select a random sample of 120
patients with headache pain and determine the proportion that experience pain relief.
If 90 of the 120 patients experienced pain relief, determine a 99% confidence interval for the population
proportion of users of this drug who will experience pain relief. (Round your answer to 3 decimal places.)
O (0.648, 0.852)
O (0.741,0.759)
O (0.673,0.827)
O (0.743,0.757)
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Transcribed Image Text:A drug company has developed a new over-the-counter medicine intended to provide relief from headache pain. Before marketing the drug, the company would like to get an estimate of the population proportion of users of this drug who actually experience pain relief. They decide to select a random sample of 120 patients with headache pain and determine the proportion that experience pain relief. If 90 of the 120 patients experienced pain relief, determine a 99% confidence interval for the population proportion of users of this drug who will experience pain relief. (Round your answer to 3 decimal places.) O (0.648, 0.852) O (0.741,0.759) O (0.673,0.827) O (0.743,0.757) No new data to save. Last checked at 2:46pm Submit Quiz
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