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Mathematics

310What is a Polynomial?
311Identifying Polynomials vs Non-Polynomials
312Terms, Coefficients, and Constants
313Degree of a Term and Degree of a Polynomial
314Standard Form of a Polynomial
315Classifying Polynomials by Degree
316Classifying Polynomials by Number of Terms
317Leading Coefficient and Leading Term
318What is a Polynomial? Terms and Like Terms
319Combining Like Terms in a Polynomial
320Adding Polynomials Horizontally
321Adding Polynomials Vertically
322Subtracting Polynomials: Distributing the Negative
323Subtracting Polynomials Horizontally and Vertically
324Applications and Word Problems with Polynomial Addition
325Multiplying a Monomial by a Polynomial
326Multiplying Two Binomials Using FOIL
327Multiplying Binomials Without FOIL
328Multiplying a Binomial by a Trinomial
329Multiplying Two Trinomials
330Multiplying Polynomials Vertically
331Multiplying Polynomials with Three or More Terms
332Simplifying Products by Combining Like Terms
333Multiplying Polynomials with Negative Coefficients
334Applications and Word Problems Involving Polynomial Multiplication
335Square of a Binomial
336Difference of Squares Pattern
337Perfect Square Trinomials
338Cube of a Binomial
339Sum and Difference of Cubes
340Product of (a + b + c)²
341Recognizing Special Products in Context
342Using Special Products to Simplify Expressions
343Special Products in Word Problems
344Introduction to Polynomial Division
345Long Division with Polynomials
346Dividing by Binomials Using Long Division
347Handling Missing Terms in Polynomial Division
348The Division Algorithm for Polynomials
349Synthetic Division Setup
350Performing Synthetic Division
351The Remainder Theorem
352The Factor Theorem
353Using Division to Test Factors
354Applications of Polynomial Division

Mathematics

310What is a Polynomial?
311Identifying Polynomials vs Non-Polynomials
312Terms, Coefficients, and Constants
313Degree of a Term and Degree of a Polynomial
314Standard Form of a Polynomial
315Classifying Polynomials by Degree
316Classifying Polynomials by Number of Terms
317Leading Coefficient and Leading Term
318What is a Polynomial? Terms and Like Terms
319Combining Like Terms in a Polynomial
320Adding Polynomials Horizontally
321Adding Polynomials Vertically
322Subtracting Polynomials: Distributing the Negative
323Subtracting Polynomials Horizontally and Vertically
324Applications and Word Problems with Polynomial Addition
325Multiplying a Monomial by a Polynomial
326Multiplying Two Binomials Using FOIL
327Multiplying Binomials Without FOIL
328Multiplying a Binomial by a Trinomial
329Multiplying Two Trinomials
330Multiplying Polynomials Vertically
331Multiplying Polynomials with Three or More Terms
332Simplifying Products by Combining Like Terms
333Multiplying Polynomials with Negative Coefficients
334Applications and Word Problems Involving Polynomial Multiplication
335Square of a Binomial
336Difference of Squares Pattern
337Perfect Square Trinomials
338Cube of a Binomial
339Sum and Difference of Cubes
340Product of (a + b + c)²
341Recognizing Special Products in Context
342Using Special Products to Simplify Expressions
343Special Products in Word Problems
344Introduction to Polynomial Division
345Long Division with Polynomials
346Dividing by Binomials Using Long Division
347Handling Missing Terms in Polynomial Division
348The Division Algorithm for Polynomials
349Synthetic Division Setup
350Performing Synthetic Division
351The Remainder Theorem
352The Factor Theorem
353Using Division to Test Factors
354Applications of Polynomial Division

← Mathematics

Lesson 339 of 3,121·9. PolynomialsPro lesson

Sum and Difference of Cubes

Learn formulas a³ + b³ = (a + b)(a² - ab + b²) and a³ - b³ = (a - b)(a² + ab + b²) for factoring cubic binomials.

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