A) RS.200/3 |
B) RS.100 |
C) RS.400/3 |
D) RS.500/3 |
A) RS.200/3 |
According to the question,
\( \Large \left( P+ \frac{P\times 10\times T}{100}\right) \) - \( \Large \left( P+ \frac{P\times 4\times T}{100}\right) \)
= 400-200
=> \( \Large \frac{6PT}{100} \)=200
=> PT=\( \Large \frac{200\times 100}{6}=\frac{10000}{3} \)
Again, for 10% rate,
SI=\( \Large \frac{P\times 10\times T}{100} \)=\( \Large \frac{10000/3\times 10}{100} \)= \( \Large \frac{1000}{3} \)
Sum (P)= \( \Large 400-\frac{1000}{3} \)= \( \Large \frac{1200-1000}{3} \)
= RS.\( \Large \frac{200}{3} \)