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99% of Students Make the Same Mistake on This Problem!
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158 views6likes3:41Learnandplay_1Original Release: 2026-05-31

To solve exponential equations with multiple terms sharing the same base, first factor out the common term to simplify the equation, then apply logarithms to both sides to isolate the exponent. For example, in the equation 5^K + 5^K + 5^K = 555, factor out 5^K to get 3 × 5^K = 555, then divide by 3 to obtain 5^K = 185, and finally apply logarithms to find K = log(185)/log(5).

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