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Can You Solve this beautiful 'Harvard' Entrance Exam Question
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346 vues12J'aime6:51MathsExplorer24Version originale : 2026-05-26

This video demonstrates how to solve the complex exponential expression 60^6 - 50^6 by applying two key mathematical properties: first, the exponential property a^(m*n) = (a^m)^n to rewrite 60^6 as (60^3)^2 and 50^6 as (50^3)^2, and second, the algebraic identity a² - b² = (a + b)(a - b) to factor the expression into (60^3 + 50^3)(60^3 - 50^3). The solution then calculates 60^3 = 216,000 and 50^3 = 125,000, substitutes these values, and performs the arithmetic operations to arrive at the final answer of 31,310,000,000.

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