Answer: 32 min
Step-by-step explanation:
The values we have for the first days of the week are:
Day 1: 30 min
Day 2: 28 min
Day 3: 34 min
Day 4: 31 min
We need to find day 5 (Friday)
Day 5: x
We are told that the average of the week is 31. So we need to use the formula for the average:

This will be as follows:

Note* we sum all the times of the week including x, and divide by the number of days which is 5.
Now we need to solve this equation for x.
Step 1: combine all the like terms:

Step 2: Multiply both sides of the equation by 5

Step 3: Substract 123 from both sides of the equation

• how long did Shannon take to get to school on Friday? ,32 min