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A solution X is 80% A and 20% B. Another solution Y is 60% B and 40% C. If 6 litres of Solution X is mixed with 2 litres of Solution Y, then what is the concentration of compound B in the final solution?
  • a)
    10 %
  • b)
    20 %
  • c)
    30 %
  • d)
    40 %
  • e)
    50 %
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
A solution X is 80% A and 20% B. Another solution Y is 60% B and 40% C...
Calculation:
To find the concentration of compound B in the final solution, we need to calculate the overall percentage of B in the mixture of solutions X and Y.

Step 1: Calculate the amount of compound B in each solution:
- Solution X: 80% of 6 litres = 4.8 litres of A and 1.2 litres of B
- Solution Y: 60% of 2 litres = 1.2 litres of B and 0.8 litres of C

Step 2: Calculate the total amount of compound B in the final solution:
- After mixing 6 litres of X and 2 litres of Y, the total amount of B = 1.2 litres + 1.2 litres = 2.4 litres

Step 3: Calculate the total volume of the final solution:
- Mixing 6 litres of X and 2 litres of Y gives a total volume of 6 litres + 2 litres = 8 litres

Step 4: Calculate the concentration of compound B in the final solution:
- Concentration of B = (Total amount of B / Total volume of the solution) * 100
- Concentration of B = (2.4 litres / 8 litres) * 100 = 30%
Therefore, the concentration of compound B in the final solution is 30%. So, the correct answer is option C.
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Community Answer
A solution X is 80% A and 20% B. Another solution Y is 60% B and 40% C...
6 litre of solution X having compound B = .2*6= 1.2 litre
2 litre of solution Y having compound B = .6*2 = 1.2litre
total litre =6+2=8litre
concentration = 2.4/8=0.3
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A solution X is 80% A and 20% B. Another solution Y is 60% B and 40% C. If 6 litres of Solution X is mixed with 2 litres of Solution Y, then what is the concentration of compound B in the final solution?a)10 %b)20 %c)30 %d)40 %e)50 %Correct answer is option 'C'. Can you explain this answer?
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