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Description
Multiplying Polynomials Maze with Differentiated Levels
Students will MULTIPLY POLYNOMIALS to solve this fun maze. This resource includes three levels of difficulty to allow for differentiated instruction.
Level 1: Coefficients are equal to 1, example (x + 5)(x - 3)
Level 2: Coefficients are NOT equal to 1, example (2x - 5)(3x + 7)
Level 3: Advanced polynomial multiplication, includes Level 1, Level 2, special products, two variables and trinomial multiplication.
This resource works well as a review of Multiplying Polynomials. Ideal for independent practice, homework, extra credit or even something to leave with the substitute.
Answer Key provided!
Check out more Polynomials products from my store:
Polynomials Area and Perimeter Word Problems
Multiplying Polynomials LEVEL 1
Multiplying Polynomials LEVEL 2
Exponent Properties Coloring Activity
Laws of Exponents Matching Activity
Multiplying Binomials (Coloring Activity)
Factoring Polynomials (Coloring Activity)
Identifying Parts of a Quadratic Equation: Matching Activity
Solving Quadratic Equations: Coloring Activity
Quadratic Transformations Changes in a and c
Quadratic Transformations Notes for Interactive Notebooks
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ALGEBRA ACCENTS, LLC Terms of Use:
© Copyright Marie De Los Reyes for Algebra Accents, LLC
All rights reserved by author. This product is to be used by the original purchaser only. Non-transferrable. Copying for more than one teacher or classroom, or for an entire department, school, or school system is prohibited. Intended for single classroom and personal use only. This product may not be distributed or displayed digitally for public view, uploaded to school or district websites, distributed via email, or submitted to any file sharing sites unless password protected for student use only. Failure to comply is a copyright infringement and a violation of the Digital Millennium Copyright Act (DMCA).
Search Words: Multiplying Binomials Algebra 1, FOIL
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What others say
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Description
Multiplying Polynomials Maze with Differentiated Levels
Students will MULTIPLY POLYNOMIALS to solve this fun maze. This resource includes three levels of difficulty to allow for differentiated instruction.
Level 1: Coefficients are equal to 1, example (x + 5)(x - 3)
Level 2: Coefficients are NOT equal to 1, example (2x - 5)(3x + 7)
Level 3: Advanced polynomial multiplication, includes Level 1, Level 2, special products, two variables and trinomial multiplication.
This resource works well as a review of Multiplying Polynomials. Ideal for independent practice, homework, extra credit or even something to leave with the substitute.
Answer Key provided!
Check out more Polynomials products from my store:
Polynomials Area and Perimeter Word Problems
Multiplying Polynomials LEVEL 1
Multiplying Polynomials LEVEL 2
Exponent Properties Coloring Activity
Laws of Exponents Matching Activity
Multiplying Binomials (Coloring Activity)
Factoring Polynomials (Coloring Activity)
Identifying Parts of a Quadratic Equation: Matching Activity
Solving Quadratic Equations: Coloring Activity
Quadratic Transformations Changes in a and c
Quadratic Transformations Notes for Interactive Notebooks
____________________________________________________
SIGN UP for my newsletter and receive a surprise freebie!
____________________________________________________
ALGEBRA ACCENTS, LLC Terms of Use:
© Copyright Marie De Los Reyes for Algebra Accents, LLC
All rights reserved by author. This product is to be used by the original purchaser only. Non-transferrable. Copying for more than one teacher or classroom, or for an entire department, school, or school system is prohibited. Intended for single classroom and personal use only. This product may not be distributed or displayed digitally for public view, uploaded to school or district websites, distributed via email, or submitted to any file sharing sites unless password protected for student use only. Failure to comply is a copyright infringement and a violation of the Digital Millennium Copyright Act (DMCA).
Search Words: Multiplying Binomials Algebra 1, FOIL









