At what rate % per annum compound interest will Rs5000 amount to 5832 in2 years?
Answers
Answered by
4
A = 5832
P = 5000
A = P*[(1 + r/100)^n]
5832 = 5000[(1 + r/100)]^2
5832/5000 = [(1 +r/100)]^2
2916/2500 = [(1 +r/100)]^2
54/50 = [1 + r/100]....... (took square root on both sides)
54/50 - 1 = r/100
4/50 = r/100
r = 8%
Hence rate = 8%
P = 5000
A = P*[(1 + r/100)^n]
5832 = 5000[(1 + r/100)]^2
5832/5000 = [(1 +r/100)]^2
2916/2500 = [(1 +r/100)]^2
54/50 = [1 + r/100]....... (took square root on both sides)
54/50 - 1 = r/100
4/50 = r/100
r = 8%
Hence rate = 8%
ADK001:
Thanks a lot!!
Answered by
2
Heya ☺
Given that
A = ₹5,832
P = ₹5,000
T = 2 years
Solution
A = P(1+R/100)^n
=> 5,832 = 5,000(100+R/100)^2
=> 5,832/5,000 = (100+R/100)^2
=> √2,916/2,500 = 100+R/100
=> 54/50 = 100+R/100
=> 54 × 100 = 50(100+R)
=> 5,400 = 5,000 + 50R
=> 5,400 - 5,000 = 50R
=> 400 = 50R
=> R = 400/50
=> R = 8 % p.a.
Thanks
Given that
A = ₹5,832
P = ₹5,000
T = 2 years
Solution
A = P(1+R/100)^n
=> 5,832 = 5,000(100+R/100)^2
=> 5,832/5,000 = (100+R/100)^2
=> √2,916/2,500 = 100+R/100
=> 54/50 = 100+R/100
=> 54 × 100 = 50(100+R)
=> 5,400 = 5,000 + 50R
=> 5,400 - 5,000 = 50R
=> 400 = 50R
=> R = 400/50
=> R = 8 % p.a.
Thanks
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