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A person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme if B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme then find what percent of A's remaining savings after investment in xyz , A should invest in pqr given that amount invested by B in xyz is twice the amount invested by A in same scheme.?
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A person A invested 37 and a half% of his savings in scheme xyz while ...
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Person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme. B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme. B invested twice the amount invested by A in the same scheme.


To find:
What percent of A's remaining savings after investment in xyz, A should invest in pqr?


Solution:
Let's assume that the total savings of both A and B is Rs. 100.



  • A invested 37.5% of Rs. 100 = Rs. 37.5 in scheme xyz.

  • B invested 62.5% of Rs. 100 = Rs. 62.5 in scheme xyz.

  • So, the remaining savings of A and B are Rs. 62.5 and Rs. 37.5, respectively.

  • B invested 50% of his remaining savings in scheme pqr, i.e., Rs. 18.75.

  • So, the remaining savings of B are Rs. 18.75.

  • B invested twice the amount invested by A in scheme xyz. Let A's investment in scheme xyz be Rs. x. So, B's investment in scheme xyz is 2x.

  • Therefore, x + 2x = Rs. 37.5 (total investment in scheme xyz)

  • => 3x = Rs. 37.5

  • => x = Rs. 12.5

  • So, A invested Rs. 12.5 in scheme xyz and his remaining savings are Rs. 87.5.

  • A thought to invest double the amount invested by B in scheme pqr, i.e., 2 x Rs. 18.75 = Rs. 37.5.

  • Therefore, A should invest Rs. 37.5 out of his remaining savings of Rs. 87.5.

  • So, the percentage of A's remaining savings after investment in xyz that A should invest in pqr = (Rs. 37.5/Rs. 87.5) x 100 = 42.85%

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A person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme if B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme then find what percent of A's remaining savings after investment in xyz , A should invest in pqr given that amount invested by B in xyz is twice the amount invested by A in same scheme.?
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A person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme if B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme then find what percent of A's remaining savings after investment in xyz , A should invest in pqr given that amount invested by B in xyz is twice the amount invested by A in same scheme.? for SSC 2024 is part of SSC preparation. The Question and answers have been prepared according to the SSC exam syllabus. Information about A person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme if B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme then find what percent of A's remaining savings after investment in xyz , A should invest in pqr given that amount invested by B in xyz is twice the amount invested by A in same scheme.? covers all topics & solutions for SSC 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for A person A invested 37 and a half% of his savings in scheme xyz while B invested 62 and a half % of his savings in the same scheme if B invested 50 % of his remaining savings in scheme pqr and A thought to invest double of the amount invested by B in pqr scheme then find what percent of A's remaining savings after investment in xyz , A should invest in pqr given that amount invested by B in xyz is twice the amount invested by A in same scheme.?.
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