A Nice Math Olympiad Exponential Equation. 8^m + 2^m = 130
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- Опубліковано 29 вер 2024
- The Math Olympiad is a competitive examination designed to challenge and inspire students with a strong interest and love for mathematics.
In this tutorial, you will #learnhowtosolvetheexponentialequation in #matholympaid Exams.
A good knowledge on the use of Exponential/Indcial Rules, Logarithms and solving of equations are added advantage for better solving of these exponential equations.
However, they were considered in this tutorial to encourage beginners who have zero skills and with different learning pace.
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You are a Veteran and expert of maths. 👍 keep it up!
Thanks a lot. I appreciate 🙏
It is a brain killer equestion
Very well explained!
@@johnkuria3848
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Wow! Thanks a lot Sir/Madam. We appreciate 🙏
Oh wow I so much love the DMS.😂 Very simplified.
@@aliyusulaiman3508
Thank you 🙏
You didn't just know it,you really know how to teach or impart knowledge well done
@@successkenny3471
Thanks a lot 🙏
How about factoring the x out? x(x²+1)=130=5×26
x=5,-5, 5
Give this tutorial a THUMBS UP 👍
You are a good teacher my dear. Keep doing what you are doing.
@@remiopara2185
Thanks a lot 🙏
Excellent, clear presentation.
@@monroeclewis1973
Thank you so much 🙏
Ahh my head want scatter 😢
Am lost 😫😫
@@EzekielAdemola
Oh! No. I’m so sorry okay. But you can always ask questions 😀
I'm back to class to learn mathematics
@@ochakolongleonard2927
Relax and learn more 😀
Its the DMS rule for me😂😂, you've made a regular thing in division easier to teach. Thank you.
@@tonyebrown2665
Wow! Thanks a lot and watch out for more
We learn DMS from primary school in Jamaica
@@onielfrancis136
Great 👍
Keep it up!!! I love your explanations!!
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Welcome
Learnt a lot on this problem solving
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Great and clear explanation!
@@bpekhoul
Thanks a lot 🙏
Please SHARE with your friends and colleagues
Hello beautiful people and welcome back to our today’s class ❤🎉
Please in an exams, do we have to show all this working?
Some workings there are to help in the better understanding of the learner ok. It may not be shown. However, watch carefully to identify those ones ok. Thank you for engaging
@@onlinemathsexpo thank you so much... your teaching really helps.
Nice one!
@@oliverwah5502
Thanks a lot
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Good
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MUST an exponent be real in order to result in a real number value??
Recall Euler's identity, e^(i*pi) = 1. This suggests to me that in SOME cases, an imaginary exponent can result in a real number.