Question

given,A = 5200 R = 5% T = 6 then p will be (si)​

Answer 1

Answer:

4000

Step-by-step explanation:

A = P×(1+it)

5200 = p(1 + 5% × 6)

5200 = p(1 + 30/100)

5200 = (130/100)p

P = (5200 × 100)/130

P = 4000

Verification

Si = p × I × t

Si = 4000 × 5% × 6

Si = 1200

Answer 2

Answer:

=> P = Rs. 3880

Step-by-step explanation:

Given that:-

Amount ( A ) = Rs. 5200

Rate ( R ) = 5%

Time = 6 years

To find:-

Principal ( P ) = ?

The formula to be used for calculating,

$A=P(1+i)^n$

Now substitute the given values in the formula,

=> $5200=P(1+0.05)^6$

Add the terms in the brackets, we get

=> $5200=P(1.05)^6$

Therefore,

$=> P =\frac{5200}{(1.05)^6}$

=> P = 3800.32 ≈ 3800

Hence, The required principal is Rs. 3800.