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Geeta borrowed some money at the rate of 6% p.a for the first two years, at the rate of 9% p.a for the next three years, and at the rate of 14% p.a for the period beyond five years. If she pays a total interest of Rs.11400 at the end of nine years, how much did she boorrow?

`Rs 10,000
Rs 11,000
Rs 12,000
Rs 14,000
Explanation:

Let the sum borrowed be x. then,

$\dfrac{(x *6*2)}{100} + \dfrac{(x*9*3)}{100}+\dfrac{(x*14*4)}{100}=11400$


$\dfrac{3x}{25}+\dfrac{27x}{100}+\dfrac{14x}{25}=11400$

$\dfrac{95x}{100}$=11400
$\dfrac{11400 * 100}{95}=12,000$

Hence, sum borrowed = Rs. 12,000.
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Geeta borrowed some money at the rate of 6% p.a for the first two years, at the rate of 9% p.a for the next three years, and at the rate of 14% p.a for the period beyond five years. If she pays a total interest of Rs.11400 at the end of nine years, how much did she boorrow?

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