At what rate percent per annum, will a sum of ₹15625 become ₹17576 in three years, when the interest is compounded annually
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Heya ✋
Given that
A = ₹17,576
P = ₹15,625
T = 3 years
R = ?
Solution
When the interest is compounded annually
A = P(1+R/100)^n
=> 17,576 = 15,625(100+R/100)^3
=> 17,576/15,625 = (100+R/100)^3
=> 3√17,576/15,625 = (100+R/100)^3
=> 26/25 = 100+R/100
=> 26 × 100 = 25(100+R)
=> 2,600 = 2,500 + 25R
=> 2,600 - 2,500 = 25R
=> 100 = 25R
=> R = 100/25
=> R = 4 % p.a.
Thanks :))))
Given that
A = ₹17,576
P = ₹15,625
T = 3 years
R = ?
Solution
When the interest is compounded annually
A = P(1+R/100)^n
=> 17,576 = 15,625(100+R/100)^3
=> 17,576/15,625 = (100+R/100)^3
=> 3√17,576/15,625 = (100+R/100)^3
=> 26/25 = 100+R/100
=> 26 × 100 = 25(100+R)
=> 2,600 = 2,500 + 25R
=> 2,600 - 2,500 = 25R
=> 100 = 25R
=> R = 100/25
=> R = 4 % p.a.
Thanks :))))
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