Answer:
His average speed on the return drive is:
50 mph
Explanation:
Let d be the distance from home to the place of his job interview.
Let s be the average speed when he drive to his job interview.
Now, it is given that:
It took Gustavo 5 hours to drive to a job interview.
We know that distance is the product of speed and time.
i.e.

Hence, we have:

Also,
On the way home, he was able to increase his average speed by 20 mph and make the return drive in only 3 hours.
His average speed back home is: s+20
and his time is: 3 hours
Hence, we have:

From equation (1) and equation (2) we have:

Hence, his average speed on the return drive is: s+20
= 30+20
= 50 mph