Answer:
The average speed for the whole rally is 45 miles per hour.
Explanation:
Given:
You have traveled 30 miles east and then 30 miles north. To get back to the start, I travel 30 miles west in 1 hour and then 30 miles south in a half hour.
Now, to find the average speed for the whole rally.
So, for getting the speed of 30 miles west in 1 hour.
By putting formula:



Now, to get the speed of 30 miles south in half hour same way as above:


Then, to get the average speed.
We calculate the average of both the speed:



Therefore, the average speed for the whole rally is 45 miles per hour.