what rate percent per annum will a sum of rs. 7500 gives rs.927 as compound interest in 2 years
Answers
Answered by
51
Heya ☺
Given that
P = ₹7,500
C.I. = ₹927
T = 2 years
R = ?
Solution
When the interest is compounded annually
C.I. = P{(1+R/100)^n - 1}
=> 927 = 7,500{(100+R/100}^2 - 1}
=> 927/7,500 = (100+R/100)^2 - 1
=> 309/2,500 = (100+R/100)^2 - 1
=> 309/2,500 + 1 = (100+R/100=^2
=> 309+2,500/2,500 = (100+R/100)^2
=> √2,809/2,500 = 100+R/100
=> 53/50 = 100+R/100
=> 53 × 100 = 50(100+R)
=> 5,300 = 5,000 + 50R
=> 5,300 - 5,000 = 50R
=> 300 = 50R
=> R = 300/50
=> R = 6 % p.a.
Thanks
Given that
P = ₹7,500
C.I. = ₹927
T = 2 years
R = ?
Solution
When the interest is compounded annually
C.I. = P{(1+R/100)^n - 1}
=> 927 = 7,500{(100+R/100}^2 - 1}
=> 927/7,500 = (100+R/100)^2 - 1
=> 309/2,500 = (100+R/100)^2 - 1
=> 309/2,500 + 1 = (100+R/100=^2
=> 309+2,500/2,500 = (100+R/100)^2
=> √2,809/2,500 = 100+R/100
=> 53/50 = 100+R/100
=> 53 × 100 = 50(100+R)
=> 5,300 = 5,000 + 50R
=> 5,300 - 5,000 = 50R
=> 300 = 50R
=> R = 300/50
=> R = 6 % p.a.
Thanks
Answered by
40
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