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(5x^3-6-15x) / (10+5x)?
I need help please...

1 Answer

6 votes

Answer:

(x^2 -2x +1) -16/(5x+10)

Explanation:

The quotient and remainder can be found by polynomial long division or by synthetic division.

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For synthetic division, it is recommended to divide the dividend and divisor by the leading coefficient of the divisor (5), so the divisor coefficient is 1. This results in a divisor of (x+2) and a remainder of -16/5. The simplified remainder becomes ...

(-16/5)/(x+2) = -16/(5x +10)

See the attachments for the various methods of computing the quotient.

(5x^3-6-15x) / (10+5x)? I need help please...-example-1
(5x^3-6-15x) / (10+5x)? I need help please...-example-2
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