Direction: Study the following information carefully and answer the questions given below.
The following pie chart represents percentage distribution of quantity of mixture of acid and water in seven containers.
The total quantity of mixture of acid and water in seven containers = 3600 litres
The following table represents percentage of water in seven containers.
|
Containers |
Percentage of water in containers |
|
A |
c% |
|
B |
(c - 10)% |
|
C |
15% |
|
D |
30% |
|
E |
25% |
|
F |
50% |
|
G |
c% |
The quantity of water in mixture of container G is 36 litres more than the quantity of water in mixture of container A. Then, find the relation between following two quantities :
Quantity I: \(44\frac{4}{9}\%\) of mixture in container A is used and remaining mixture of container A is transferred to container D. Then, what is the total quantity of acid in container D?
Quantity II: 75% of mixture in container D is used and remaining mixture of container D is transferred to container G. Then, what is the total quantity of acid in container G?