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Acc Math 1 Oct 25 th

Acc Math 1 Oct 25 th. What you need today in class: Calculator Turn in homework – p. 23. WARM-UP: COPY THE PROBLEM AND SIMPLIFY 1. 2. . Definition:. Classification by # of terms:. Polynomials. Polynomial Degree Name. Non-examples:. Classification by # of terms:.

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Acc Math 1 Oct 25 th

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  1. Acc Math 1 Oct 25th What you need today in class: • Calculator • Turn in homework – p. 23 WARM-UP: COPY THE PROBLEM AND SIMPLIFY 1. 2.

  2. Definition: Classification by # of terms: Polynomials PolynomialDegree Name Non-examples:

  3. Classification by # of terms: Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  4. Classification by # of terms: 1 term - Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  5. Classification by # of terms: 1 term - monomial – 10, 3x2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  6. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms - Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  7. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  8. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms - Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  9. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name Non-examples:

  10. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 Non-examples:

  11. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 Non-examples:

  12. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant Non-examples:

  13. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 Non-examples:

  14. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 Non-examples:

  15. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear Non-examples:

  16. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 Non-examples:

  17. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 Non-examples:

  18. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic Non-examples:

  19. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x Non-examples:

  20. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 Non-examples:

  21. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic Non-examples:

  22. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 Non-examples:

  23. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 Non-examples:

  24. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples:

  25. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples: x ½

  26. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples: x ½ x-3

  27. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples: x ½ x-3 |x|

  28. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples: x ½ x-3 |x|

  29. Classification by # of terms: 1 term - monomial – 10, 3x2 2 terms – binomial – x+3 3 terms – trinomial – 2x2 – 6x + 2 Definition: An algebraic expression with one or more terms Polynomials PolynomialDegree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic -8x3 + x 3 cubic 5x4 – 3x2 + 2 4 quartic Non-examples: x ½ x-3 |x|

  30. Practice/Homework • Complete all problems on pages

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