Math, asked by kadarishreya, 6 months ago

resolve into partial fractions x+4÷x^2×x+1​

Answers

Answered by CharmingPrince
43

Answer :

=  {\sf{x + 4 ÷ {x}^{2} × x + 1}}

=  {\sf{x +\dfrac{ 4 }{ {x}^{2} } × x + 1}}

=  {\sf{x +\dfrac{ 4 }{ \cancel{{x}^{2} }} × \cancel{x} + 1}}

=  {\sf{x +\dfrac{ 4 }{ x } + 1}}

=  {\sf{\dfrac{{x}^{2} + 4 + x}{ x } }}

=  {\sf{\dfrac{{x}^{2} + x + 4}{ x } }}

Thank you!! :D

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