Math, asked by disstrator, 11 months ago

x³+1/x+1 please tell the answer anyone as quick as possible

Answers

Answered by cosmiccreed

Answer:

We have x^3 +1=(x+1)(x^2−x+1).

Now,

(x+1)x^3 +1 = x+1(x+1)(x^2−x+1)

=(x^2−x+1).

So when x^3 +1 is divided by (x+1) then the quotient be x^2−x+1

and the remainder will be 0 [ Since x^3+1

is perfectly divisible by (x+1)]

Step-by-step explanation:

Answered by Anonymous

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$\frac{ {x} ^{3} + 1 }{x + 1}$

${x}^{2}$

Hopes

other

x-1)x^3-1 (x^2+x+1

x^3-x^2

- +

___________

x^2-1

x^2-x

___________

x-1

_____________

___________

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