a certain amount to ₹ 2970.25 in 2 years at 9% compounded annually find the sum
Answers
Answered by
11
Solutions :-
Given :
Amount (A) = ₹ 2970.25
Time (t) = 2 years
Rate (r) = 9% p.a
Find the principle (p) :-
A = p (1 + r)^t
=> 2970.25 = p (1 + 9%)²
=> 2970.25 = p (1 + 0.09)²
=> 2970.25 = p (1.09)²
=> 2970.25 = p × 1.1881
=> p = 2970.25/1.1881 = 2500
Hence,
Principle = ₹ 2500
Given :
Amount (A) = ₹ 2970.25
Time (t) = 2 years
Rate (r) = 9% p.a
Find the principle (p) :-
A = p (1 + r)^t
=> 2970.25 = p (1 + 9%)²
=> 2970.25 = p (1 + 0.09)²
=> 2970.25 = p (1.09)²
=> 2970.25 = p × 1.1881
=> p = 2970.25/1.1881 = 2500
Hence,
Principle = ₹ 2500
Anonymous:
Awesome :)
Answered by
34
Here is your solution
Given that :-
Amount = ₹ 2970.25
Time = 2 years
Rate = 9% p.a
To Find the principle :-
We know that
A = p (1 + r)^t
=> 2970.25 = p (1 + 9%)²
=> 2970.25 = p (1 + 0.09)²
=> 2970.25 = p (1.09)²
=> 2970.25 = p × 1.1881
=> p = 2970.25/1.1881
=> p = ₹ 2500
Hence,
Principle is ₹ 2500
Hope it helps you
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