An oil tanker ruptures at 12:00 AM and leaks oil at the rate R(t) =√(t) barrels of oil per minute where t is the number of minutes past 12:00 AM. Specialized divers repair the r…

Question

An oil tanker ruptures at 12:00 AM and leaks oil at

the rate R(t) =
`√(t)` barrels of oil per minute where t is the

number of minutes past 12:00 AM. Specialized divers repair

the rupture in 20 minutes, completely stopping the leakage

at 12:20 AM. How many barrels of oil were leaked in total?

Answer 1

R = 4.47

Explanation:

Simply just R = sqrt(20)