Can I have help with these?

A random sample of five weather stations in a national park, the peak wind gusts (in miles per hour) for February and March are recorded as below. Weather station 1 2 3 4 5 February (=B) 139 122 126 64 78 April (=A) 104 L13 100 88 61 At 1% significance level, does above info indicate higher peak gusts in February than April? ? Assume that the distribution of the differences is approximately normal. a. [2 points] Fill out the table below to find d . Then, work further to find Sd. Weather station 2 3 4 5 Calculate your d here. February (=B) 139 122 126 64 78 March (=A) 104 113 100 88 61 d=(B-A) (d - d) Calculate your sa here. (d - d) b. [2 points] Find significance level, null and alternative hypothesis. Which tailed test is it ? Level of significance Null hypothesis Alternate hypothesis Type of the Test C. [1 point] Will you use t distribution or z distribution ? What assumptions are you making ? d. [1 point] Compute the test Statistic. [2 points] Find (or estimate) the P-value. Sketch the sampling distribution and show the P-value area. e. [1 point] Conclude the Test. f. [1 point] Interpret your conclusion