Skip to content
Go to the home page of Centennial Math Department
C

Centennial Math Department

  • Math 9
    • Unit 1: Square Roots, Powers and Exponent Laws
    • Unit 3: Rational Numbers
    • Unit 4: Linear Relations
    • Unit 5: Polynomials
    • Unit 6: Linear Equations
    • Unit 9: Similarity and Scale Factors
  • Pre-Calculus 10
    • Unit 1: Real Numbers
    • Unit 2: Polynomials
    • Unit 3: Relations and Functions
    • Unit 4: Linear Functions
    • Unit 5: Linear Equations
    • Unit 6: Solving Linear Systems
    • Unit 8: Trigonometry
  • Pre- Calculus 11
    • Unit 1: Factoring and Radicals
    • Unit 2: Rational Functions
    • Unit 3: Quadratic Function in General Form
    • Unit 4: Quadratic Functions in Standard Form
    • Unit 5: Quadratic Equations
    • Unit 6: Linear and Quadratic Systems
    • Unit 7: Inequalities
    • Unit 8: Trigonometry
  • Pre-Calculus 12
    • Unit 1: Sequence and Series
    • Unit 2: Transformations
    • Unit 3: Polynomials
    • Unit 4: Radicals and Rational Functions
    • Unit 5: Logarithms
    • Unit 6: Trigonometry Part 1
    • Unit 7: Trigonometry Part 2
    • Unit 8: Conics
  • Calculus 12
    • Unit 1: Functions & Inequalities
    • Unit 2: Limits
    • Unit 3: Derivatives
    • Unit 4: Applications of Derivatives
    • Unit 5: Integrals
    • Unit 6: Applications of Integrals

3.3 Division of Polynomials

by Savanna Published May 28, 2021May 28, 2021

There are a few ways you can divide a polynomial, and with enough practice, you will be able to identify when you need to use each method.

Division terminology
Division Algorithm For Polynomials - A Plus Topper

Long division

Synthetic divison

If you have any questions, feel free to leave them in the comment box down below!

print
Posted in Unit 3: PolynomialsTagged Division of Polynomials, Precal12, Section 3.3, Unit 3

Post navigation

PreviousPrevious post: 3.2 Graphing Polynomial Functions
NextNext post: 3.4 The Remainder and Factor Theorems

My Recent Posts

  • Limits
  • 1.8 – Intermediate Value Theorem and Squeeze Theorem
  • 1.7 – Continuity – Formal
  • 1.6- Trigonometric Limits
  • 1.5- More Evaluating Limits Examples
Proudly powered by WordPress | Theme: Popper
Skip to toolbar
  • Log In