A) Rs. 80,000
B) Rs. 1,00,000
C) Rs. 1,20,000
D) Rs. 1,50,000
Correct Answer: B
Solution :
[b] Let the required amount =p \[\frac{P}{2}\,\,\left[ {{\left( 1+\frac{10}{100} \right)}^{4}}-\,1 \right]-\,\frac{P\times 4\times 5}{100}=3205\] \[\frac{P}{2}\,\,\left[ {{\left( \frac{11}{100} \right)}^{4}}-\,1 \right]-\,\frac{P}{5}=3205\] \[\frac{P}{2}\,\,\left[ \frac{14641}{10000}-\,1 \right]-\,\frac{P}{5}=3205\] \[\frac{P}{2}\,\,\left[ \frac{4641}{10000} \right]-\,\frac{P}{5}=3205\] \[\frac{4641P}{20000}-\,\frac{P}{5}=3205\] \[\frac{641P}{20000}=3205\] \[P=\frac{3205}{641}\times 20000=Rs.\,\,10,0000\]You need to login to perform this action.
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