amount, which in 3 years gives < 1200 as the simple interest at the rate of 4% per annum?
What will be the compound interest at the rate of 10% per annum for 3 years on a principal
141
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Answer:
11,200 ; 46.671
Step-by-step explanation:
1st case:
Given,
S.I.= 1200
Rate of Interest = 4% p.a.
Time = 3 years
To find,
Amount = ?
Solution,
P= (S.I.× 100) ÷ (T × R)
P = (1200 × 100)÷(3 × 4)
P = 10,000
Amount = P + S.I.
Amount = 10,000+1200
Amount = 11,200
2nd case:
Given,
P = 141
T = 3 years (n = 3)
r = 10%
To find,
C.I. = ?
Solution,
C.I. = F.A. - O.P.
F.A. = P*(1+r÷100)^n
F.A. = 141*(1+10÷100)^3
F.A. = 141*(11÷10)^3
F.A. = (141*1331)÷1000
F.A. = 187.671
C.I. = 187.671 - 141.000
C.I. = 46.671
Therefore,
Amount for 1st case = 11,200;
C.I. for 2nd case = 46.671.
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