Partial Fractions | Irreducible Quadratic Factors

So far we have performed partial fraction decomposition with expressions that have had linear factors in the denominator, and we applied numerators A, B, or C representing constants. Now we will look at an example where one of the factors in the denominator is a quadratic expression that does not factor. This is referred to as an irreducible quadratic factor. In cases like this, we use a linear numerator such as Ax+B, Bx+C etc.

[georgesadler]

Professor Tambuwal thank you for an exceptional video/lecture on Partial Fractions with Irreducible Quadratic Factors. This material is simple to follow from start to finish..

[WendyKyailusa]

This is so helpful at least I have understood further thanks 😊

[jupitersky]

Very professional and good audio quality, and on top of that you are very clear and helpful!

[Kingdaniels]

Thank you Mr Tambuwal, God bless you abundantly❤

[anaccount]

Good Video. Straight to the point. And even helpful for my studies in Engineering.

[ESOMNOFUONLINEMATH]

This is very helpful.
Thank you for everything you do

[chrisr]

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[laminfodaykamara]

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[gtm]

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[marcelobogani]

thank you so much for your clear explanation!!!! I was so confused

[lorrecttalamoh]

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[mariamadarboe]

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[watts_na]

Thank you so much. I never understood this in class

[adejumotreasure]

Wow I'm really impressed I was able to do my assignment

[carolndhlovu]

Thank for your explanation, understood

[whenweallfallasleepwheredo]

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[adeleyeadewolejoseph-cggx]

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[memyself]

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[charlesmulenga]

Helping me more than tutors from the university of zambia

[francisjulian]

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