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Two equal containers are filled with water and acid. The concentration of acid in each container is 20% and 30%. What is the ratio of water in both the containers respectively ?
- a)7:8
- b)8:7
- c)6:4
- d)3:2
- e)None of these
Correct answer is option 'B'. Can you explain this answer?
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Two equal containers are filled with water and acid. The concentration...
Acid : 20 30
Water : 80 70 => 8:7
Most Upvoted Answer
Two equal containers are filled with water and acid. The concentration...
Answer – B.8:7 Explanation : Acid : 20 30 Water : 80 70 => 8:7
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Two equal containers are filled with water and acid. The concentration...
Given:
- Two equal containers filled with water and acid
- Concentration of acid in container 1: 20%
- Concentration of acid in container 2: 30%
To find:
- Ratio of water in both containers
Solution:
Let's assume that each container has 100 units of liquid.
- Container 1 has 20 units of acid and 80 units of water (20% acid concentration)
- Container 2 has 30 units of acid and 70 units of water (30% acid concentration)
To find the ratio of water in both containers, we need to compare the amount of water in both containers.
- Water in container 1: 80 units
- Water in container 2: 70 units
We can simplify this ratio by dividing both values by the greatest common factor, which is 10.
- Water in container 1: 8 units
- Water in container 2: 7 units
Therefore, the ratio of water in both containers is 8:7.
Answer: Option (B) 8:7.
- Two equal containers filled with water and acid
- Concentration of acid in container 1: 20%
- Concentration of acid in container 2: 30%
To find:
- Ratio of water in both containers
Solution:
Let's assume that each container has 100 units of liquid.
- Container 1 has 20 units of acid and 80 units of water (20% acid concentration)
- Container 2 has 30 units of acid and 70 units of water (30% acid concentration)
To find the ratio of water in both containers, we need to compare the amount of water in both containers.
- Water in container 1: 80 units
- Water in container 2: 70 units
We can simplify this ratio by dividing both values by the greatest common factor, which is 10.
- Water in container 1: 8 units
- Water in container 2: 7 units
Therefore, the ratio of water in both containers is 8:7.
Answer: Option (B) 8:7.
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