Using the information obtained from a study on heart rate, the following data were obtained for the hypothesis test:

A doctor is testing the claim that the average heart rate of patientsis more than58

• bpm.
• Assume the significance level is?=0.05.
• Thez?
• test statistic is calculated as1.90.

What is thep?

value and conclusion for this hypothesis test

1*N1-K-A43_98pYZ X QUIZ #4 - Knewton X Course Hero x _ Rounding Numbers X Test 4 Final - Knewt X G Suppose the body v X + X CO https://www.knewton.com/learn/course/4e032bd4-c19c-4124-b9bc-75554906af07/quiz/fa90026c-9421-43f5-b9af-82e3c6f7d7f1 O G S . .. 42:30 7/25 Move the blue dot to choose the appropriate test Significance level = 0.01 a=0.01 1 a=0.025 a=0.05 a=0.1 DDD powered by desmos Select the correct answer below: The p- value is 0.0287. Fail to reject the null hypothesis Ho. The doctor does NOT have sufficient evidence that the average heart rate of patients is more than 58 bpm. The p- value is 0.0287. Reject the null hypothesis Ho. The doctor has sufficient evidence that the average heart rate of patients is more than 58 bpm. The p- value is 0.9713. Fail to reject the null hypothesis Ho. The doctor does NOT have sufficient evidence that the average heart rate of patients is more than 58 bpm. The p- value is 0.9713. Reject the null hypothesis Ho. The doctor has sufficient evidence that the average heart rate of patients is more than 58 bpm. FEEDBACK Content attribution Type here to search O 11:17 PM 8/2/2021