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Chapter 6

Chapter 6. Polynomials. Sect. 6.1 Using the Rules of Exponents. Ex. 1. Examples of Using Rules of Exponents cont. Sect. 6.2 Addition and Subtraction of Polynomials. Examples of Polynomials. d.) Is a pollynomial. The degree is 5, which is the degree of the term also. Evaluate Polynomials.

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Chapter 6

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  1. Chapter 6 Polynomials

  2. Sect. 6.1 Using the Rules of Exponents Ex. 1

  3. Examples of Using Rules of Exponents cont

  4. Sect. 6.2 Addition and Subtraction of Polynomials

  5. Examples of Polynomials d.) Is a pollynomial. The degree is 5, which is the degree of the term also.

  6. Evaluate Polynomials Ex. 2

  7. Add Polynomials in One Variable Ex. 3 Ex. 4

  8. Subtract Polynomials in One Variable Ex. 5

  9. Subtracting Horizontally and Vertically Ex. 6

  10. Add and Subtract Polynomials in More than One Variable Ex. 7

  11. Define and Evaluate a Polynomial Function Ex. 8

  12. Sect. 6.3 Multiplication of Polynomials

  13. Multiply Two Polynomials Ex. 1

  14. Multiply Two Polynomials Vertically Ex. 3

  15. Multiply Two Binomials Using FOIL Ex. 4 Use FOIL to multiply (y + 4)(y + 7)

  16. Multiply Two Binomials Using FOIL cont. Ex. 5 Multiply (3a - 2b)(a + b)

  17. Find the Product of More than Two Polynomials Ex. 6

  18. Find the Product of Binomials of the Form (a + b)(a - b) Ex. 7

  19. Square a Binomial

  20. Example of Squaring a Binomial Ex. 8

  21. Find Higher Powers of a Binomial Ex. 9

  22. Sect. 6.4 Division of Polynomials Ex. 1

  23. Divide Polynomial by Monomial continued

  24. Divide Polynomial by Monomial continued Ex. 2

  25. Divide a Polynomial by a Polynomial 4593/8 = 574 1/8

  26. Divide a Polynomial by a Polynomial cont. So

  27. Divide a Polynomial by a Polynomial cont This is a division problem with a remainder.

  28. Divide a Polynomial by a Polynomial cont

  29. Divide Polynomials with Missing Terms Ex. 6

  30. Divide a Polynomial by a Polynomial Using Synthetic Division Ex. 7

  31. Divide a Polynomial by a Polynomial Using Synthetic Division cont.

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