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Shittu Mathematics Class
Nigeria
เข้าร่วมเมื่อ 11 ส.ค. 2020
My name is Al-Ameen Shittu and I’m a committed Mathematician.
Here, I post awesome and interactive videos that you can use in order to master Mathematics and overcome problems. Whether you’re eager to solve Algebra problems, Trigonometry problems, Algebraic expressions and equations or you want to prepare for High School Maths, Calculus (derivatives, integrals) or preparing for some competitive examinations and Maths Olympiads, then it is the right place for you.
We bring new content at least three time a week, so don’t forget to subscribe to us.
Did you meet people who want to learn math more effectively or wish to drill some knowledge into their heads in the matter of mathematics? You are more than welcome to share this channel with them.
For further inquiry, please contact by phone call, text message or WhatsApp +2348144075092. Mathematics needs NEVER to be boring, and so? Let us make it easy, engaging, and accessible!
Here, I post awesome and interactive videos that you can use in order to master Mathematics and overcome problems. Whether you’re eager to solve Algebra problems, Trigonometry problems, Algebraic expressions and equations or you want to prepare for High School Maths, Calculus (derivatives, integrals) or preparing for some competitive examinations and Maths Olympiads, then it is the right place for you.
We bring new content at least three time a week, so don’t forget to subscribe to us.
Did you meet people who want to learn math more effectively or wish to drill some knowledge into their heads in the matter of mathematics? You are more than welcome to share this channel with them.
For further inquiry, please contact by phone call, text message or WhatsApp +2348144075092. Mathematics needs NEVER to be boring, and so? Let us make it easy, engaging, and accessible!
China | The Hardest Math Olympiad Question | Ever Seen| Find x!!
In this captivating video, we dive deep into the hardest Math Olympiad question ever posed in China! Join us as we explore the complexities and intricacies of this challenging problem that has stumped even the brightest minds. Designed for math enthusiasts and aspiring problem solvers, we break down the question step by step, revealing the techniques and strategies needed to tackle such an advanced mathematical conundrum.
Whether you're a student preparing for competitions or simply a math lover, this video will provide valuable insights into the world of mathematical Olympiads. Discover the skills required to solve high-level math problems and learn about the prestigious International Math Olympiad and its impact on mathematics education in China and beyond.
Don't miss out on this opportunity to challenge yourself with one of the toughest math questions ever! Make sure to watch till the end for the solution and tips on how to approach similar problems in the future.
If you enjoy this content, please consider liking, subscribing, and sharing your thoughts in the comments below. Let's unlock the mysteries of mathematics together!
#MathOlympiad #ChallengeYourself #Mathematics #China #MathCompetition #ProblemSolving #InternationalMathOlympiad
Whether you're a student preparing for competitions or simply a math lover, this video will provide valuable insights into the world of mathematical Olympiads. Discover the skills required to solve high-level math problems and learn about the prestigious International Math Olympiad and its impact on mathematics education in China and beyond.
Don't miss out on this opportunity to challenge yourself with one of the toughest math questions ever! Make sure to watch till the end for the solution and tips on how to approach similar problems in the future.
If you enjoy this content, please consider liking, subscribing, and sharing your thoughts in the comments below. Let's unlock the mysteries of mathematics together!
#MathOlympiad #ChallengeYourself #Mathematics #China #MathCompetition #ProblemSolving #InternationalMathOlympiad
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Don't miss out on this opportunity to challenge yourself with one of the toughest math questions ever! Make sure to watch till the end for the solution and tips on how to approach similar problems in the future. If you enjoy this content, please consider liking, subscribing, and sharing your thoughts in the comments below. Let's unlock the mysteries of mathematics together!
Join us as we break down the problem, explore different methods, and reveal the final solution, all while enhancing your understanding of advanced mathematical concepts. Don't forget to like, comment, and subscribe for more engaging math content
Make sure to like, subscribe, and hit the notification bell for more educational content to help you succeed in your exams. Let's conquer those difficult circle geometry questions together
WE Can simply do this: x = 6✓x x ^2 = 36x x^2 - 36x = 0 x(x - 36) = 0 Thus x = 0 or x = 36 .
Great 👍
Join us in this exciting episode as we tackle a Junior Olympiad level exponential equation and show you how to solve for x step-by-step! Whether you're preparing for math competitions or just looking to sharpen your skills, this video will break down the concepts behind exponential equations, providing you with the strategies you need to excel. Our expert instructor will guide you through the problem-solving process, ensuring you understand each step along the way. Don’t miss out on this opportunity to boost your math proficiency! Be sure to like, subscribe, and hit the notification bell for more educational content! Let's conquer those exponential equations together
Learn how to Solve This Problem in three methods
44^2 +45^2 = 89
Error: 44+45= 89
Is a mistake, thank you
Another way to solve log(x) = 0 is to convert back FROM log. log (x) = 0 is the same as saying x = 10^0.
60 sir I am from India 🎉
@@anamiyaebooks Indian are smart 🥰
Great
@@ShittuMathematicsClass01 thanks 👍
45²-44² = 45+44 = 89.
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In this video, we'll dive into implicit differentiation and take a unique approach by using partial derivatives to find the derivative of an implicit function. If you've been struggling with implicit differentiation or want to learn a new method for solving these kinds of problems, this video is for you!
Like and subscribe to my TH-cam channel 🙏
Learn how to solve this problem easily
S̸O̸ A̸N̸Y̸T̸I̸M̸E̸ T̸H̸E̸R̸E̸ I̸S̸ A̸B̸S̸O̸L̸U̸T̸E̸ V̸A̸L̸U̸E̸S̸ I̸T̸ M̸U̸S̸T̸ B̸E̸ > 0 ????
Yes
2
Pls explain how you literally went from (y-4) (y+4)+(y-4)=0 to what you arrived on the next line
That is difference of two squares, if you have a²-b², it can be factorise as (a-b)(a+b)
Nice! Thanks teacher
You're welcome
Απολυτο (χ-2)=y>0 y^2+y-6=0 y=2 ή y=-3 (απορριπτεται). Τελικα χ=4 ή χ=0
I rest my aguement on your Facebook page..
What's that argument?
📌 Key Points: Solving exponential equations Breaking down Power Tower problems Step-by-step explanation Tips for solving Olympiad-level problems Thank you for watching! Be sure to share this video with your friends and classmates to help them solve tricky problems too. Let’s keep learning together!
Weldon sir❤
Good work keep up the good work ❤️
Thank you 🙏 ❤️
Make sure to like, comment, and subscribe to my channel for more in-depth math solutions and Olympiad preparation tips. Stay tuned for more content!
Are you ready to tackle more challenging Math Olympiad problems? Subscribe to the channel and hit the notification bell so you don’t miss any of our problem-solving tutorials! If this problem helped you sharpen your skills, give it a thumbs up and share it with fellow math enthusiasts! Let's solve these problems together!
Golden Ratio problem: Divide the given equation by 10^x, set Φ=10^x, and rearrange to Φ^2-Φ-1=0 with positive root Φ=(√5+1)/2. Thus, x=lnΦ/ln10=0.20899...
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Good job ❤
Like and Subscribe If you're new here 🙏
Watch and enjoy this interesting video. ❤❤
❤❤realy I appreciate you ❤❤
Thank you, I appreciate you too
how’d it become 27? i thought you will just multiply 3 by 3
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There are two solutions, one is positive and the other is negative.
0^0 ≠ 1
There is no condition to prove that 0^0 is not Equal to one.
@@ShittuMathematicsClass01 There are several conditions. Just take correct and that's all. In that equation, x ≠ 0. And again, 0^0 is undefined
@@ShittuMathematicsClass01 You can make researches or check some youtube videos. Thanks
I'm not arguing with you, both of us are scientists we need to deal with things by proof,I will definitely take the correction if you give me the proof, that's all. Thanks for understanding. @@ChidexOnlineMathClass01
@@ChidexOnlineMathClass01I have done so many time, there are different opinions from the scholars about this issue, some said, it's defined and the answer is one, while some said it's indeterminate.
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Correcting Common Mistakes in Math Olympiad Problem Solving | USA Students
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Where are you watching from?
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Nice!
Thank you
Please again my dear encourage me,give for me like and comment I thanks you for your subscription
❤❤❤Really you share good experience for me ❤❤❤
Thank you 🙏
Fantastic.
Thank you! Cheers!