If the difference between the compound interest and simple at 17% on a sum money for 2 years (compounded annually) is Rs. 433.50, then the compounded interest (in Rs.) is:
A. 2,500
B. 2,735.50
C. 5,533.50
D. 5,100
Answer: Option C
Solution (By Examveda Team)
$$\eqalign{ & {\text{CI}} - {\text{SI}} = \frac{{17 \times 17}}{{100}} = 2.89\% \cr & 2.89\% \to 433.50 \cr & 1\% \to 150 \cr & 100\% \to 15000 \cr & {\text{CI}} = 17 + 17 + 2.89 = 36.89\% \cr & 36.89\% \to 150 \times 36.89 = 5533.50 \cr} $$Related Questions on Compound Interest
A. Rs. 120
B. Rs. 121
C. Rs. 122
D. Rs. 123
E. None of these
A. 625
B. 630
C. 640
D. 650
E. None of these
A. Rs. 2160
B. Rs. 3120
C. Rs. 3972
D. Rs. 6240
E. None of these
A. Rs. 2.04
B. Rs. 3.06
C. Rs. 4.80
D. Rs. 8.30

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