1) a) Find the mean, median, and standard deviation of the data set.
b) Create an appropriate graphical display (s) and describe the shape of the distribution. You do not have to attach the displays.
2) Test whether the mean pulse rate of general public is greater than 70 at 5% significance level;
Write the following:
a) Null and alternative hypotheses
b) Value of the test statistic
c) p-value
d) Conclusion. Do you have evidence to believe the mean pulse rate is higher than 70?
Data:
68 64 88 72 64 72 60 88 76 60 96 72 56 64 60 64 84 76 84 88 72 56 68 64 60 68 60 60 56 84 72 84 88 56 64 56 56 60 64 72 76 72 88 60 72 68 80 64 68 68 80 76 68 72 96 72 68 72 64 80 64 80 76 76 76 80 104 88 60 76 72 72 88 80 60 72 88 88 124 64
d) Since p value less than significance level, we reject null hypothesis. There is enough evidence to conclude that the mean pulse rate is higher than 70
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