Scooter rides his skateboard every day after school. He often stops to do tricks. On Monday, he rode for $2$ hours and went $3$ miles. By the end of the week, he had gone a total of $11$ miles, which took him a total of $9$ hours.

1. Did he ride the same time and distance every day after school? Justify your answer.

   Hint 1 (a):

   If Scooter rides the same time and distance every day after school, his weekly ratio will be an equivalent fraction to his daily ratio.

   Hint 2 (a):

   For example, from Monday to Wednesday:

   	Monday	Tuesday	Wednesday
   Hours	$2$	$2$	$2$
   Miles	$3$	$3$	$3$
   Total Hours	$2$	$4$	$6$
   Total Miles	$3$	$6$	$9$

   Is the weekly ratio an equivalent fraction to Scooter's daily ratio?

   Answer (a):

   No, $2:3$ is not equivalent to $9:11$.

2. Which was faster, his rate on Monday or his average rate for the week? How do you know?

   Hint (b):

   Try completing the table above for the rest of the week.
   Do the total hours over the total miles in your table match the actual total hours over total miles ($9$ over $11$) that Scooter traveled throughout the week?