At what rate percent will $R s 666.25$ amount to $R s 687.57$ in $292 d a y s .$

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Solution

$P = R s 666.25 A = R s 687.57 T = 292 d a y s = \frac{292}{365} y = \frac{4}{5} y S I = A - P = 687.57 - 666.25 = R s 21.32 R = \frac{S I \times 100}{P \times T} = \frac{21.32 \times 100}{666.25 \times \frac{4}{5}} = 4 %$

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At what rate percent will Rs666.25 amount to Rs687.57 in 292days.

P=Rs666.25A=Rs687.57T=292days=292365y=45ySI=A-P=687.57-666.25=Rs21.32R=SI×100P×T=21.32×100666.25×45=4%

At what rate percent will $R s 666.25$ amount to $R s 687.57$ in $292 d a y s .$

$P = R s 666.25 A = R s 687.57 T = 292 d a y s = \frac{292}{365} y = \frac{4}{5} y S I = A - P = 687.57 - 666.25 = R s 21.32 R = \frac{S I \times 100}{P \times T} = \frac{21.32 \times 100}{666.25 \times \frac{4}{5}} = 4 %$