Two equal sum of money are lent at the same time at 8% and 7% per annum simple interest. The former is recovered 6 months earlier than the latter and the amount in each case is rs.2560. The sum and the time for which the sum of money are lent out are:
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Two equal sums of money are lent at the same time at 9% per annum and 8% per annum simple interest respectively. The former is recovered 6 months earlier than the latter and the amount in each case is Rs. 17,680. Find the sum
A) Rs. 14,500
B) Rs. 13,000
C) Rs. 12,500
D) Rs. 10,000
E) Rs. 14,000
Answer:
Option B
Explanation:
Let sum lent for interest in each case be Rs. 100
Given 100×(N−12)×9100 =100×N×8100
⇒N =92 =412 Yrs
If P=100 then Total Amount =100 +{(100×8×9)(100×2)} =136
If 136 is Total Amount then lent =100
If 17,680 is Total Amount then,
Lent =(17680×100)136 = Thanks
harshitkuradiya2004:
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