ALG1.MATH.10.B
Multiply polynomials of degree one and degree two; Page 4 October 2015 Update.
Algebra I · Texas Essential Knowledge and Skills (TEKS) · TEKS 2012
Standard Unwrapping
AI-generated as a starting point — sign in to edit.Vocabulary
polynomialsdegree onedegree twomultiplicationproduct
Skills
- multiply (polynomials of degree one) #dok1
- multiply (polynomials of degree two) #dok1
- use the distributive property (to multiply polynomials) #dok2
- apply multiplication of polynomials to real-world problems #dok3
Learning Targets
- I can multiply polynomials of degree one. #dok1
- I can multiply polynomials of degree two. #dok1
- I can use the distributive property to multiply binomials. #dok2
- I can multiply polynomials of different degrees and organize my work. #dok2
- I can solve real-world problems requiring multiplication of polynomials. #dok3
Big Ideas
- The properties of multiplication extend from numbers to polynomials, allowing us to systematically find products of algebraic expressions.
- Multiplying polynomials is foundational for simplifying expressions, solving equations, and modeling relationships in algebra and the real world.
Essential Questions
- What are the steps to multiply two polynomials together?
- How does multiplying polynomials of varying degrees affect the degree and form of the result?
- Why is it important to organize your work when multiplying polynomials?
- How can the multiplication of polynomials be applied to solve real-world problems?
- What strategies help avoid common errors in multiplying polynomials?