Compound Interest (Without Using Formula)

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Interest is the extra money paid for using someone else's money. When you borrow money (principal), you must return the original amount plus interest. The total money paid back is called the amount. F

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Simple Interest is calculated on the original principal throughout the entire loan period, regardless of how long the money is borrowed. The interest remains the same every year. Formula: S.I. = (P ×

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Compound Interest is when the interest earned is added to the principal at the end of each period, and this new amount becomes the principal for the next period. Unlike Simple Interest, the principal

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Year 1: P = ₹5,000, I = (5,000 × 10 × 1)/100 = ₹500, A = ₹5,500 Year 2: P = ₹5,500, I = (5,500 × 10 × 1)/100 = ₹550, A = ₹6,050 C.I. = ₹6,050 - ₹5,000 = ₹1,050

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A conversion period is the time after which the principal changes (increases) in compound interest calculations. For yearly compounding, the conversion period is one year. For half-yearly compounding,

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In Simple Interest, the principal remains the same throughout, so interest is constant. In Compound Interest, the interest earned is added to the principal, making it larger each period. Since interes

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First 6 months: P = ₹8,000, I = (8,000 × 5 × 1)/(100 × 2) = ₹200, A = ₹8,200 Second 6 months: P = ₹8,200, I = (8,200 × 5 × 1)/(100 × 2) = ₹205, A = ₹8,405 Final Amount = ₹8,405

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Yes, for the first year, Simple Interest equals Compound Interest because both are calculated on the same original principal amount. The difference appears from the second year onwards when compound i