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A sum of 8000 rupees is divided between two people A and B at the rate of interest of 4% and 5% respectively. The total interest earned after 2 years is equal to 750. Then find the ratio of investment between A and B.
  • a)
    3:11
  • b)
    5:11
  • c)
    6:11
  • d)
    7:11
Correct answer is option 'B'. Can you explain this answer?
Verified Answer
A sum of 8000 rupees is divided between two people A and B at the rate...
Answer –b) 5:11 Solution: Let A get X rupees and B get 8000-X rupees. 750 = X*(4/100)*2 + (8000-X)*(5/100)*2
X =2500 and 8000-2500 = 5500 Ratio 5:11
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Most Upvoted Answer
A sum of 8000 rupees is divided between two people A and B at the rate...
Given Data:
- Total sum of money = 8000 rupees
- Rate of interest for A = 4%
- Rate of interest for B = 5%
- Total interest earned after 2 years = 750 rupees

Let's calculate the interest earned by A and B:
- Interest earned by A = (8000 * 4 * 2) / 100 = 640 rupees
- Interest earned by B = (8000 * 5 * 2) / 100 = 800 rupees

Calculate the ratio of investment:
- Let the investment of A be x rupees and that of B be (8000 - x) rupees
- Now, as the interest earned by A is 640 and that by B is 800, and the total interest is 750, we can write the equation:
640 + 800 = 750
x + (8000 - x) = 750
8000 = 750
x = 8000 - 750
x = 7250

Therefore, the ratio of investment between A and B is:
- A : B = 7250 : 750
- A : B = 29 : 3
Hence, the correct answer is 29:3 which is equivalent to 5:11.
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A sum of 8000 rupees is divided between two people A and B at the rate of interest of 4% and 5% respectively. The total interest earned after 2 years is equal to 750. Then find the ratio of investment between A and B.a)3:11b)5:11c)6:11d)7:11Correct answer is option 'B'. Can you explain this answer?
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