| RHR/bpm | ||||
| 68 | ||||
| 88 | ||||
| 63 | ||||
| 68 | ||||
| 86 | ||||
| 72 | ||||
| 77 | ||||
| 94 | ||||
| 94 | ||||
| 83 | ||||
| 71 | ||||
| 69 | ||||
| 82 | ||||
| 79 | ||||
| 65 | ||||
| 72 | Population mean | |||
| 1 | 15 | Find the sample size n for the resting heart rate data. | ||
| 2 | 77.27 | Find the sample mean x resting heart rate. | ||
| 3 | 10.25 | Find the sample standard deviation sx of the resting heart rate. | ||
| 4 | H0: µ=72 | Write out the null hypothesis: H0: | ||
| 5 | H1: µ≠72 | Write out the alternate hypothesis: H1: | ||
| 6 | 0.05 | What is alpha α? | ||
| 7 | 14 | How many degrees of freedom are there? | ||
| 8 | 2.14 | Determine tc | ||
| 9 | 1.99 | Find the t-statistic t. | ||
| 10 | We fail to reject the null hypothesis | |||
| 11 | No | Is the class resting heart rate significantly different from the expected population mean of 72? | ||
| 12 | 0.07 | What is the p-value for this hypothesis test? | ||
| 13 | 0.93 | What is the largest possible confidence interval for which this difference is significant? | ||
| 14 | Yes | Would the sample be statistically significantly different at an significance of 10%? | ||
|
||||