Find the compound interest on 3000rs for 2 years when the interest is compounded annually at the rate of 20% per annum
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Heya friend,
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Given that
P = ₹3,000
R = 20%p.a.
T = 3 years
Solution
C.I. = P{(1+R/100)^3 - 1}
= 3,000{(1+20/100)^3 - 1}
= 3,000{(100+20/100)^3 - 1}
= 3,000{(120/100)^3 - 1}
= 3,000{(6/5)^3 - 1}
= 3,000{216/125 - 1}
= 3,000{216 - 125/125}
= 3,000 × 91/125
= ₹2,184
Thanks
With regards@
Tanisha
◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆◆
Given that
P = ₹3,000
R = 20%p.a.
T = 3 years
Solution
C.I. = P{(1+R/100)^3 - 1}
= 3,000{(1+20/100)^3 - 1}
= 3,000{(100+20/100)^3 - 1}
= 3,000{(120/100)^3 - 1}
= 3,000{(6/5)^3 - 1}
= 3,000{216/125 - 1}
= 3,000{216 - 125/125}
= 3,000 × 91/125
= ₹2,184
Thanks
With regards@
Tanisha
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