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Chapter 5 Polynomials.

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Presentation on theme: "Chapter 5 Polynomials."— Presentation transcript:

1 Chapter 5 Polynomials

2 Sect. 6.1 Using the Rules of Exponents

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

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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