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Characteristics of polynomials

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Intros
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Lessons
  1. What is a polynomial?
    • Review on Variables, Coefficients, and Expressions
    • What are Monomials, Binomials, and Trinomials?
    • What are the Degree, Leading Term, and Constant term of a polynomial?
    • Name polynomials based on degree: Quadratic, Cubic, Quartic, Quintic, etc.
  2. How to find the degree of a polynomial?
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Examples
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Lessons
  1. Determine the number of terms and the name for each of the expression.
    1. −5y2 - 5{y^2}
    2. 2x2+4x+62{x^2} + 4x + 6
    3. −7.3 - 7.3
    4. y3+ay+nx−x2y^3 + ay + nx - x^2
  2. Find the degree and number of terms for each of the following expression.
    1. 2xy−3y2+62xy - 3{y^2} + 6
    2. 4a3+a4{a^3} + a
    3. −4 - 4
  3. Write the expression for each set of the algebra tiles.

    1. polynomials expressed in algebra tiles

    2. what is the polynomial that the algebra tiles represented

    3. Algebra tiles set and polynomials
  4. Peter wants to buy some comic books and magazines. A bookstore sells comic books for $12 each and magazines for $8 each.
    1. Write an expression to represent the money Peter needs to spend on both comic books and magazines.
    2. How much does Peter need to spend if he wants 9 comic books and 3 magazines?
    3. Write a new expression for Peter's expenditure on books if the bookstore raises the price of a comic book to $15 and a magazine to $10.