Partial Fractions | Non repeated Linear Factors
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- Опубликовано: 13 дек 2024
- In this tutorial, I'll properly explain how you can split compound fractions that contain non repeated linear factors on the denominator.
In algebra, the partial fraction decomposition or partial fraction expansion of a rational fraction (that is, a fraction such that the numerator and the denominator are both polynomials) is an operation that consists of expressing the fraction as a sum of a polynomial (possibly zero) and one or several fractions with a simpler denominator.
The importance of the partial fraction decomposition lies in the fact that it provides algorithms for various computations with rational functions, including the explicit computation of antiderivatives, Taylor series expansions, inverse Z-transforms, inverse Laplace transforms.
I like how you showed the two methods to solve these problems. Another excellent lesson!
I remain loyal sir.
Thank you. 🙏
@@tambuwalmathsclass❤
The way you teach is very clear thank you
🙏🙏
Professor Tambuwal thank you for an excellent video/lecture on Partial Fraction Decomposition.
Thank you much I love the cover method it really covers against stress
Please don’t stop teaching, u are really the best and calm
Thank you so much sir, whenever I have an exam, I always come come your channel and you help me understand it . Thanks . I have further math mock tomorrow
I appreciate your teachings keep it on your my E-maths teacher now👍👍👍
Full support from Malaysia, brother. Clear and simple explanations. Keep it up.
Thank you
I was like the dumbest guy in the world who couldn't learn partial fraction, but with your help I grabbed it in no time, thanks so much..
You're the best 🙌🏾
I have a test tomorrow and I’m so happy that I found your channel!! Thank you so so so much🙏🏼🙏🏼🌸🌟
You are the best sir
Loud and clear. Thanks Tambu
🙏🙏🙏
Allah Yasaka Da Alkhairi Sir
Ameen
Best teacher ever ❤
Where are you from sir...
Nigeria 🇳🇬
Love it any possibility wprivate classes
This is very helpful for integrals thanks! 😉❤
Yes 👍👍
Thank you very much sir
This just helped me alot pls I hope I can get videos on permutations and trigonometry
Very helpful
I like the second method
Assalamualaikum my good teacher
Wa alaikumussalam
Nice lecture
I love you, you helped me a lot. Thank you!
🙏🙏
Good job bro
Am just seeing this thanks sir
Thank so much now I can make it
Keep up the good work
Thank you bro
Mmmh, this is awesome, I am here to stay, Nigerian accent is everything ❤️
Thank you
Can the values be interchanged
Beautiful
Aslm
Please i want ask if you have any platform where someone can visit?
This is where I post every video I make.
But I also operate on Facebook via the same name
How can l resolve x^2+9x+8/x^2+x-6 into partial fraction
Isn't B supposed to be 11
Pls what will usually happen to the power of x
E.g 2x³+x+4/(x²+1)² what happened to all the powers
I don't understand the second fraction sir
Don’t like how coefficients A and B are found. Changing the sign twice for B. Much easier to write 8x-28 = A(x-2)+B(x-4) and allow x=4 to find A and x=2 to find B.
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Thanks for sharing! I posted a video on the cover-up method. Hope to get your opinion.
8(-2)-28
Assalamualaikum my good teacher