Please I need help to solve this problem, I would appreciate if you could help me, thank you

This is the link to the Hockeydata

In the task below select any of the following tests/procedures: Regression, confidence intervals, one-sided t-test, or two-sided t-test. All the procedures should be done with a 5% P-value or a 95% confidence interval. Open Hockey_ data. Is it reasonable to claim that the players who played 55 or less games committed less penalties n minutes) than the players who played more than 55 games? CAREFUL: For some players, some data might be missing. In this case just remove the player() from the list. (Pick the closest answer) 1 1 . What test/procedure did you perform? (5 points) (Q a. One-sided t-test O b. Two sided t-test O c. Regression 0 d. Confidence Interval 12. Why did you choose this test/procedure? (5 points) 0 a. We are comparing the average number of penalties with a specific number. 0 b. We are checking if the average of one variable is lower than the average of the other variable. 0 c. We are checking if the average of one variable is significantly different than the average of the other variable. 0 d. We are comparing the average number of games with a specific number. 13. What is the P-value/margin of error? (5 points) 0 a. 2.8047E-05 O b. 3.07422E-09 O c. 6.14845E-09 0 d. 5.5437 14. What is the Statistical interpretation? (5 points) 0 a. The P-value is much smaller than 5% thus we are very certain that the slope of the regression line is not zero. 0 b. The P-value is much smaller than 5% thus the test result is conclusive. O c. The P-value is much greater than 5% thus we cannot claim that players who played 55 or less games committed less penalties (in minutes) than players who played more than 55 games. 0 d. The prediction interval for the true average number of penalties (in minutes) of players with 55 or less games played is [30.099, 41.187] 15. What is the conclusion? (5 points) 0 a. We are confident that the players who committed less penalties (in minutes) played on average 55 games or less. 0 b. We are confident that players who played 55 or less games committed less penalties (in minutes) than players who played more than 55 games. 0 c. We are NOT confident that players who played 55 or less games committed less penalties (in minutes) than players who played more than 55 games. 0 d. None of these