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Math Olympiad Training: Solving Tower Exponents
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118 views8likes3:46Learnandplay_1Original Release: 2026-05-10

To solve exponential equations with tower exponents (nested exponents), express all terms with the same base, apply the power of a power rule (a^(b^c) = a^(b×c)), and solve for the variable by isolating it through algebraic manipulation. For example, in 2^(8^(√3^x)) = 4, express 4 as 2^2, equate the exponents to get 8^(√3^x) = 2, rewrite 8 as 2^3 to get 2^(3√3^x) = 2^1, then solve 3√3^x = 1 to find x = 1/(3√3) or √3/9.

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