Indeed am happy am just a starting meaning a form five student bt u shown me dat math is passable and am taking it to my friends tomorrow and share in class thanks may God bless you for mi
Good afternoon Sir. I've watched all your most of your videos. And binomial theorem in particular. You said that we must that the sum of the powers of each of the terms (a²b³) must be equal to the power of 'n' in the original expression. [i.e (x+b)⁵] Sir, is there exceptions to this rule. For instance when we have (x-3y²)⁵ Because when I solved, or merely looking at it,the powers of the variable x & y is already more than 'n'. Pls sir,. Is there such exceptions?
You are my favorite mathematics teacher ever.God bless you more
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Godbless you as you keep sharing knowledge without taking a penny
Always welcomed
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Very good lesson
Thank you sir
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Thanks so much
Indeed am happy am just a starting meaning a form five student bt u shown me dat math is passable and am taking it to my friends tomorrow and share in class thanks may God bless you for mi
Awesome. Thank you so much 👍
let mi Hope I will get more ov ur videos
Thanks very much u made combination method and pascal triangle easier. Atleast i know dat i will pass this topic in tmrrw exams. Thanks❤
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Indeed well explained
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You're the best no doubt
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I do appreciate
Thanks alot sir
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May God bless you, you give me explanation in details 🙏
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Thank you sir. This has really helped me👏👏
Awesome.
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Thank you sir for simplifying this topic for me❤️❤️
thanks sir
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Thank you so much Sir
U are a blessing❤❤
Happy to hear, welldone 👍
You are my favorite mathematics lecturer forever🎉
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I so love the way you teach. Very easy to understand. Thank you so much ❤️
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you are my best and best chemistry teacher ever
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@@ChikokaChilenga always welcomed 👍
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One of the best teachers ❤! 🎉
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Thanks
Thank you Mr Jonah❤
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Thenk you bro i solute you brother
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Who can solve (3+x)^-3 and the forth term
One question please. Is their any limitation to the combination method? Because it seems like the most versatile.
It's indeed the most versatile, awesome observation.
Welldone
You qr God sent
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Thank you very much sir but I have a question that I can not able to solve please help me
(√2-1)(√2+1) using the binomial expansion
It's a difference of two squares problems
Try to expand (√2-1)² it will give you the desired answer
Please I can't find your video on mathematical induction 1
Not available yet, we'll get it ready as soon as we can .... Part 2 still covers all you need.
Good afternoon Sir. I've watched all your most of your videos. And binomial theorem in particular.
You said that we must that the sum of the powers of each of the terms (a²b³) must be equal to the power of 'n' in the original expression. [i.e (x+b)⁵]
Sir, is there exceptions to this rule. For instance when we have (x-3y²)⁵
Because when I solved, or merely looking at it,the powers of the variable x & y is already more than 'n'.
Pls sir,. Is there such exceptions?
That's in complex cases.
Sure.
Okay sir, but could you make a video on it, we would like to see how such cases could be handled, thank you sir
@@TriumphalDesmond ok then.
@@jonahemmanuelofficial 🙌
You repeated the last part oo😂
Nothing still spoil sha
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