Question

p=RS.1775 R=11% T=2years

Answer 1

Here is your answer⬇️⬇️

Simple Interest = $\frac{P×R×T}{100}$

=> $\frac{1775×11×2}{100}$

=> $\frac{1775×11×\cancel {2}}{\cancel{100}}$

=> $\frac{1775×11}{50}$

=> $\frac{\cancel{1775}×11}{\cancel{50}}$

=> 35.5 × 11

=> 390.5

$\therefore{}$ $\color{Green}{390.5 \: is \: the \: Simple \: Interest}$

Now, we will find amount.

Amount = Principal + Simple Interest

=> 1775 + 390.5

=> 2165.5

$\therefore{}$ ${Amount \: = \: ₹2165.5}$

Answer 2

Answer--


So,

SI = P*R*T/100
SI= 1775*11*2/100
SI=390.5

So,Amount= P+ SI=1775+390.5=2165.5

And

Amount for CI=P(1 + R/100)^T
Amount for CI=1775(1+11/100)^2
Amount for CI=1775*111/100*111/100=2186.98

Hope it helps:)