Comprehension Passage
Directions: Answer the questions based on the information given below.
The pie chart given below shows the percent distribution of time taken (minutes) by five different inlet pipes to fill a tank completely and the sum of the pie chart is 4 hours 10 minutes.
The table given below shows the ratio of time taken by inlet pipes to the time taken by outlet pipes.
| Inlet : Outlet | The ratio of time taken by inlet pipes to the time taken by outlet pipes |
|---|---|
| A : P | 3 : 8 |
| B : Q | 3 : 8 |
| C : R | 1 : 2 |
| D : S | 5 : 36 |
| E : T | 8 : 15 |
Pipe C starts filling the tank and after filling for 2 minutes it is replaced by pipes P and S which work for 1 minute. After that, these two pipes are replaced by pipe C and this process continues till 49 (2/27)% of the tank fills. After that in how much less time does pipe C alone take to fill the remaining part of the tank than the time taken to fill 49 (2/27)% of the tank?
1
58 (1/3) minutes
2
59 (1/3) minutes
3
63 (1/6) minutes
4
78 (2/9) minutes
5
80 (1/6) minutes