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21 votes
Dividing polynomials simplify (p^3-6) ÷ (p-1)

User Cabrerahector
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1 Answer

11 votes
11 votes

To divide

(p³ - 6) by (p-1)

set the division symbol and insert the numbers.

Divide p³ by p, the result is p²

write the result on top of the root sign

Multiply p² by (p-1)

write the result below (p³ ) inside the root sign

subtract

Divide p² by p, the reust is p

write the p on top of the root sign

multiply p by (p-1) and write the result inside the root sign

subtract

Take down 6

Divide p by p

The result is 1

write the result at the top of the root sign

Multiply p-1 by 1

write the result inside the root sign

subtract

write

The reuslt when you divide (p³ - 6) by (p-1) is;


(p^2+p-1)+(5)/((p-1))

Dividing polynomials simplify (p^3-6) ÷ (p-1)-example-1
User Pellegrino
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