The Simple Interest
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If the difference between compound and simple interest is of three years than,
Difference = 3 x P(R)²/(100)² + P (R/100)³.
Here also, P = principal amount, R = rate of interest.
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→ Difference = P(R)²/100²
→ Now, putting the values into the equation, we will find that,
→ 90 = P(12)²/(100)²
→90 x 100²/12² = P
→P = Rs. 6250
→ Now, calculating the compound interest on Rs. 6250 will be,
→ A = 6250(1 + 12/100)³
→ A = 6250(112/100)³ => 6250(1.12)³ => Rs. 8780.80
→ So, the compounded amount after three years will be Rs. 8780.80
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