Several of your subordinates are complaining that the company's mileage reimbursement program is unfair. Under the plan,
workers are paid $250 per month for mileage, with the assumption that they are driving 500 miles per month for work-related
purposes. This works out to be $.50 a mile. The employees contend that they drive more than 500 miles per week, and you want to
test to see if they are correct.
You have ten employees maintain a log of miles driven for April and the results are as follows: 523, 477, 610, 555, 491, 443, 568, 706,
513, and 398. You decide to analyze the data using Megastat. Assuming a level of significance of .05 and an unknown population
standard deviation, what is your calculated p-value?