acc math 1 oct 25 th what you need today in class: 1. calculator 2. turn in homework – p. 23

Acc Math 1 Oct 25th

What you need today in class: 1. Calculator2. Turn in homework – p. 23

WARM-UP: COPY THE PROBLEM AND SIMPLIFY

1.

2.

Polynomials

Definition:

Non-examples:

Polynomial Degree Name

Classification by # of terms:

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term -

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term - monomial – 10, 3x2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms -

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms -

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

x ½

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

x ½ x-3

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

x ½ x-3 |x|

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

x ½ x-3 |x|

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

x

1

Polynomials

Definition:

An algebraic expression with one or more terms

Non-examples:

x ½ x-3 |x|

Polynomial Degree Name 5 0 constant 2x + 4 1 linear 3x2 – 4x + 1 2 quadratic-8x3 + x 3 cubic5x4 – 3x2 + 2 4 quartic

Classification by # of terms:

1 term - monomial – 10, 3x2

2 terms – binomial – x+3 3 terms – trinomial –

2x2 – 6x + 2

x

1x

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