Dividing Polynomials. Divide. 1) (n² + 5n − 50) ÷ (n − 5). –. Name. Date. 2) (6n² - 4n - 16) ÷ (n − 2). 3) (7x² + 19x − 36) ÷ (x + 4). 4) (x² + 3x − 18) ÷ (x ...

We are seeking to find out how much is left over, or the remainder after the division has been completed, and so we subtract 175 from 175 giving an answer of 0, ...

This is no accident. This illustrates the remainder theorem. Remainder Theorem. If a polynomial P1x2 is divided by x - c, then the remainder is P1c2.

The way we do this is by placing the remainder over the divisor (the number in front of the division bar) and attaching it as another term of the solution. This ...

Dividing Polynomials. Divide. 1) (m. 2 − 7m − 11) ÷ (m − 8). 2) (n. 2 − n ... Worksheet by Kuta Software LLC. 11) (x. 2 − 74) ÷ (x − 8). 12) (2p. 2 + 7p ...

Objective: Divide polynomials using long division. Dividing polynomials is a process very similar to long division of whole numbers. But before we look at that, ...

Directions: Divide the polynomials using synthetic division. Make sure that the polynomial is in descending order. (standard form).

EXAMPLES - Dividing Polynomials using LONG or SYNTHETIC DIVISION ... . Worksheet by Kuta Software LLC. -2-. 9) (36x4. + 83x3. + 47x2. - 3x - 32) ¸ (4x ...

Dividing Polynomials. Divide. 1) (µ³ +2r² − 7r − 12) ÷ (r + 3). ―. A 1 1 ... Answers to Dividing Polynomials. 2) n² + 4n+6. 3. 3) x³ +6x² +7x – 7. 4) v³ + ...

If you divide a number by another number and the remainder is zero, what can you conclude? Do you think you can make the same conclusion for polynomials?