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Olympiad Mathematics | Indian | Can You Solve This New One?
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219 vues6J'aime10:05PhilCoolMathVersion originale : 2026-05-28

To solve exponential equations like 5^B + 5^B + 5^B = 2,500, first combine like terms to get 3 × 5^B = 2,500, then divide both sides by 3 to isolate the exponential term. Take the logarithm of both sides and apply logarithm laws (log(X/Y) = log(X) - log(Y), log(X^Y) = Y × log(X), and log(XY) = log(X) + log(Y)) to simplify the equation. For 5^B = 2,500/3, factor 2,500 as 5^4 × 4, then apply the change of base formula to express the solution as B = 4 + log_5(4) - log_5(3). This demonstrates how logarithms transform exponential equations into algebraic ones that can be solved systematically.

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