How to Divide Polynomials Using Long Division?
Long division of polynomials is the process of dividing one polynomial into another polynomial. In this article, let's familiarize ourselves with dividing polynomials using long division.
Related Topics
A step-by-step guide to dividing polynomials using long division
A long-division polynomial is an algorithm for dividing a polynomial into another polynomial of the same or lower degree.
The long division of polynomials also consists of a divisor, a quotient, a dividend, and a remainder.
The following are the steps for the long division of polynomials:
- Step 1. Sort the terms in decreasing order of their indices (if needed). Write the missing terms with a coefficient of zero.
- Step 2. For the first term of the quotient, divide the first term of the dividend by the first term of the divisor.
- Step 3. Multiply this quotient statement by the divisor to get the product.
- Step 4. Subtract this product from the dividend and drop the next term (if any). The difference and the brought-down term will form the new dividend.
- Step 5. Follow this process until you get a remainder, which can be zero or an index less than the divisor.
Related to This Article
More math articles
- List Of the Best Middle School Math Supply for Learning
- Full-Length SAT Math Practice Test-Answers and Explanations
- Word Problems Involving Comparing Rates
- 3rd Grade ACT Aspire Math FREE Sample Practice Questions
- Understanding Secant Angles: A Guide to Their Types
- Decimals in Action: How to Master Multiplication and Division
- The Remainder Theorem
- The Ultimate OAA Algebra 1 Course (+FREE Worksheets)
- Driving Electric Is Cheaper: Let’s Do the Math
- 8th Grade SC Ready Math Worksheets: FREE & Printable
What people say about "How to Divide Polynomials Using Long Division? - Effortless Math: We Help Students Learn to LOVE Mathematics"?
No one replied yet.