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Karunakar
1% BetterĀ ā¢Ā 1y
"The best way to predict the future is to create it." ā Peter Drucker Today, weāll focus on Finance Concepts. Concept of the Day: Compound Interest Compound interest is a fundamental finance concept that builds wealth over time. Letās explore it in a story format. Story: The Tale of Two Investors Once upon a time in a village, there were two friends, Ravi and Kiran. Both decided to start saving for their futures at the age of 20. Ravi saved ā¹10,000 every year in a simple savings account that earned 5% simple interest. Kiran, on the other hand, found a smart investment plan offering 5% compound interest. Raviās Path: Ravi earned interest only on his initial amount. By the time he turned 30, he had saved ā¹1,00,000 (ā¹10,000 Ć 10 years). His interest totaled ā¹50,000, giving him ā¹1,50,000 in his account. Kiranās Path: Kiran reinvested the interest she earned each year, so her money grew exponentially. Over 10 years, her account grew to ā¹1,62,889, even though she also started with ā¹1,00,000. By the time they reached 50, Raviās account had grown to ā¹2,00,000, while Kiranās account ballooned to ā¹6,72,750. Kiranās wealth multiplied faster, all thanks to compounding! Key Takeaways Compound Interest Formula: A=P(1+r/n)^nt Where: A = Future Value P = Principal Amount r = Annual Interest Rate (in decimal form) n = Number of Times Interest is Compounded per Year t = Time (in years) The earlier you start investing, the more time your money has to grow exponentially. Compound interest works best when you reinvest your earnings and think long-term.
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