Multiplying Polynomials Using Algebra Tiles
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Multiplying Polynomials Using Algebra Tiles

Created by
@ImpartialAlbuquerque

Questions and Answers

What is the first step in multiplying polynomials using algebra tiles?

  • Draw the binomial tiles across the top and the monomial/or constant tiles down the side. (correct)
  • Add up what you have drawn.
  • Multiply the cross sections.
  • Organize the results into a table.
  • What do you do in Step 2 of multiplying polynomials using algebra tiles?

    Multiply the cross sections.

    What is Step 3 in the process of multiplying polynomials using algebra tiles?

    Add up what you have drawn.

    Study Notes

    Multiplying Polynomials Using Algebra Tiles

    • Begin by laying out the binomial tiles across the top of your workspace.
    • Position the monomial or constant tiles vertically along the side.

    Step-by-Step Process

    • Multiply the intersecting areas of the tiles:
      • The intersection of two rectangles results in a square.
      • The intersection of a rectangle and a one produces a rectangle.
      • The intersection of two ones forms a single unit square.

    Finalization

    • Carefully compile all the shapes you have drawn to achieve the final sum of the multiplication.

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    Description

    This quiz walks you through the process of multiplying polynomials using algebra tiles. Follow the steps to draw and multiply using binomials and monomials, ultimately leading to a full understanding of how to combine them. Perfect for students learning polynomial multiplication.

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