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Simplifying Polynomials: Multiplying, Degree, and Examples

Learn about simplifying polynomials by multiplying, determining the degree, and examples to understand the concept better.

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Simplifying Polynomials: Multiplying, Degree, and Examples

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  1. Chapter 5.1 Notes Simplifying PolynomialsMultiplying PolynomialsDegree of a Polynomial Algebra 2

  2. How do we know if the expression is Polynomial? Polynomial: is an expression consisting of variables and coefficients, that involves only the operations of addition, subtraction, multiplication, and non-negative exponents. Examples: Degree of Polynomial:

  3. How do we know if the expression is Polynomial? Examples:

  4. How do we know if the expression is Polynomial? Examples:

  5. Simplifying Polynomials To simplify an expression containing powers means to rewrite the expression without parentheses or negative exponents. Negative exponents are a way of expressing the multiplicative inverse of a number.

  6. Simplifying Polynomials Remember:

  7. Simplifying Polynomials

  8. Simplifying Polynomials

  9. Multiplying Polynomials

  10. Multiplying Polynomials

  11. Multiplying Polynomials

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