I have an assumption that Floridians drive faster than Non-Floridians, on average. To see if I am correct, I solicited the help of the Highway Patrol one day. I sat with an officer, and we used a radar gun to measure the speeds of 31 randomly selected Floridian drivers and 31 randomly selected Non-Floridan drivers on a stretch of Alligator Alley (Part of I-75). We found that our sample of Floridian drivers had an average speed of 90 mph with a standard deviation of 20. Our sample of Non-Floridian drivers had an average speed of 73 MPH with a standard deviation of 6.

1. State the null and alternative hypotheses (3 pts)
2. Chose an alpha level. (1 pt) What exactly does this alpha level mean? (2 pts)
3. Decide whether you are doing a 1-tailed or 2-tailed test (explain why) (2 pts)
4. State your degrees of freedom. (3 pts)
5. Find and report your critical value fort. (2 pts)
6. Compute your observedt-value. (6 pts)
7. Wrap words around your results. Is this a statistically significant difference? (4 pts)
8. Calculate an effect size (d). (4 pts)