Question

The principle= 1875,rate of interest =12% , S.I=675.Find time.​

Answer 1

Answer:

=> The required time is 3 years.

Step-by-step explanation:

Given that:-

Principal ( P ) = $1875$

Rate ( R ) = $12$%

Interst ( I ) = $675$

To find:- Time = ?

For calculating the time we have to use the formula:

$T=\frac{100\times I}{P \times R}$

Now substitute the values, we get

$=> T=\frac{100\times 675}{1875\times 12}$

=> T = $3$ years

Hence, the time is $3$years.

Answer 2

AS per the given data in the question

It as given question it as we have find the value of given expression

given data

Principle P$=1875$

Rate of interest R$=12%$%

Interest S.I$=675$

We have find the value of time T

We have putting the formula,

$I= \frac{PRT}{100} \\T=\frac{100*I}{P*R}\\T=\frac{100*675}{1875*12} \\T=\frac{67500}{22500} \\=3$

Hence the required time is $3$ years.