If A borrowed Rs. P at x% and B borrowed Rs. Q(>P) at y% per annum at simple interest at the same time, then the amount of their debts will be equal after

\(100\;\left( {\frac{{Px - Qy}}{{Q - p}}} \right)years\)

\(100\;\left( {\frac{{Q - P}}{{Px - Qy}}} \right)years\)

\(100\;\left( {\frac{{Px - Qy}}{{P - Q}}} \right)years\)

\(100\;\left( {\frac{{P - Q}}{{Px - Qy}}} \right)years\)

If A borrowed Rs. P at x% and B borrowed Rs. Q(>P) at y% per annum at

1.	If A borrowed Rs. P at x% and B borrowed Rs. Q(>P) at y% per annum at simple interest at the same time, then the amount of their debts will be equal after
A.	\(100\;\left( {\frac{{Q - P}}{{Px - Qy}}} \right)years\)
B.	\(100\;\left( {\frac{{Px - Qy}}{{Q - p}}} \right)years\)
C.	\(100\;\left( {\frac{{Px - Qy}}{{P - Q}}} \right)years\)
D.	\(100\;\left( {\frac{{P - Q}}{{Px - Qy}}} \right)years\)
Answer» B. \(100\;\left( {\frac{{Px - Qy}}{{Q - p}}} \right)years\)

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If A borrowed Rs. P at x% and B borrowed Rs. Q(>P) at y% per annum at simple interest at the same time, then the amount of their debts will be equal after

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