Question

find the quotient and remainder:

6p²-5p³+8p²-4p+7 by (p+1)​

Answer 1

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Answer 2

Step-by-step explanation:

Given polynomial is 6p⁴-5p³+8p²-4p+7

Given divisor = (p+1)

6p⁴-5p³+8p²-4p+7 ÷ (p+1)

p+1) 6p⁴-5p³+8p²-4p+7 (6p³-p²+9p-13

6p⁴+6p³

(-) (-)

_______________

-p³+8p²

-p³-p²

(+) (+)

________________

9p²-4p

9p²+9p

(-) (-)

_________________

-13p+7

-13p-13

(+) (+)

__________________

20

___________________

Quotient = 6p³-p²+9p-13

Remainder = 20