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Math Olympiad | A Nice Algebra Problem | A Very Nice Exponential Equation

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Find the value of x?
How to solve 8^x+50^x=20^x+1
In this video, we'll show you How to Solve Math Olympiad Question A Nice Exponential Equation 8^x+50^x=20^x+1 in a clear , fast and easy way. Whether you are a student learning basics or a professtional looking to improve your skills, this video is for you. By the end of this video, you'll have a solid understanding of how to solve math olympiad exponential equations and be able to apply these skills to a variety of problems.
#matholympiad #mathtricks #maths

Опубликовано:

24 авг 2024

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Комментарии : 4

@emmanueldias5571 Месяц назад

Nice good.

@SALogics Месяц назад

Thanks and welcome ❤

@billv39 Месяц назад

I've seen this before in related problems on RU-vid so you're not the first. Y1 and Y2 are conjugates whose product is 1. Therefore Y2 = 1/Y1 and log(Y2) = -log(Y1). It therefore seems to me that a better final answer is X = ±log(10 + 3√11)/(log(2) - log(5)). Your numerical answers confirm this. Others convert the final answer to base 2/5, which, though more compact, unnecessarily complicates things IMO. I'm pleased to see that you didn't do that. I agree that this is a nice problem.

@SALogics Месяц назад

Thanks and welcome ❤