5-5 Polynomials. Vocab Polynomial- monomial or sum of monomials Monomial- numeral, variable or product of numerals and variables (one term) ex: 4x 3 y.

Slides:



Advertisements
Similar presentations
Vocabulary Lesson 10.1 Algebra Objective: I will be able to identify a polynomial and determine its degree.
Advertisements

Section P4 Polynomials. How We Describe Polynomials.
7.4 - Polynomials. polynomial polynomial – a monomial or sum of monomials.
An algebraic expression is a mathematical expression containing numbers, variables, and operational signs. Algebraic Expression.
5.5 Polynomials Goals: 1. To identify a polynomial and its types 2.To identify terms, coefficients 3.To identify the degree of the poly.
Section 4.2 Adding & Subtracting Polynomials. Monomial An expression that is either a numeral, a variable, or a product of a numeral and one or more variables.
Polynomials A monomial is a number, a variable, or the product of a number and one or more variables with whole number exponents. The degree of a monomial.
Simplify Warm Up. Classifying Polynomials Section 8-1.
Introduction to Polynomials
5-2 Polynomials Objectives Students will be able to: 1)Add and subtract polynomials 2)Multiply polynomials.
Chapter 9.1 Notes: Add and Subtract Polynomials Goal: You will add and subtract polynomials.
13.01 Polynomials and Their Degree. A polynomial is the sum or difference of monomials. x + 3 Examples: Remember, a monomial is a number, a variable,
Polynomials 10.0 Given a set of polynomials, students will write standard form and find leading coefficient.
Unit 8, Lesson 1.  ynomials/preview.weml ynomials/preview.weml.
4.3 Polynomials. Monomial: 1 term (ax n with n is a non- negative integers) Ex: 3x, -3, or 4y 2 Binomial: 2 terms Ex: 3x - 5, or 4y 2 + 3y Trinomial:
5.5 Polynomials Goals: 1.To identify terms, coefficients, and factors of a term. 2.To simplify a poly by collecting like terms 3.To identify the degree.
Warm-Up 1.) Collect like terms (Use a chart) x 7 3 x # ) Distribute 5x5x 20.
Lesson 8-4 Polynomials. Definitions Polynomial- a monomial or a sum of monomials. Binomial- the sum of two monomials. Trinomial- the sum of three monomials.
Lesson 5-1/5-2 Polynomials & Adding/Subtracting Objective Students will: Evaluate polynomial functions Simplify polynomials by collecting like terms Add/Subtract.
Adding and subtracting polynomials
5.5 Polynomials Classic Types of Polynomials Monomial: 1 term Binomial: 2 terms Trinomial: 3 terms What are Terms??? Items separated by subtraction or.
Expressions with only multiplication, division and exponents are called monomials Write 3 monomials.
6.1 Polynomial Functions. Monomials A monomial is a number, a variable or the product of both.
Math 71A 5.1 – Introduction to Polynomials and Polynomial Functions 1.
OBJECTIVES: 1) TO EVALUATE POLYNOMIAL FUNCTIONS. 2) TO SIMPLIFY POLYNOMIALS BY COLLECTING LIKE TERMS. PDN: SIMPLIFY. 1)X²X³= 2)(X³Y²)(XY)= 5-1 Polynomials.
Understanding Polynomials
5-1 Monomials Objectives Multiply and divide monomials
Chapter 5.1/5.2 Monomials and Polynomials. Vocabulary: A monomial is an expression that is a number, a variable, or the product of a number and one or.
Unit 2: Expressions and Polynomials
Adding and subtracting polynomials. 5x 3 + 2x 2 – x – 7 5x 3 + 2x 2 – x – 7 This is a polynomial in standard form: Leading Coefficient Degree Constant.
8.1 ADDING AND SUBTRACTING POLYNOMIALS To classify, add, and subtract polynomials.
8.1 adding and subtracting polynomials Day 1. Monomial “one term” Degree of a monomial: sum of the exponents of its variables. Zero has no degree. a.
Degrees of a Monomial. Degree of a monomial: Degree is the exponent that corresponds to the variable. Examples: 32d -2x 4 16x 3 y 2 4a 4 b 2 c 44 has.
1. C 2. I 3. D TERMS 2x + 8 Has 2 terms 2x + 8 Has 2 terms An expression with ANY NUMBER of terms is called a ___________________ are separated.
Adding and subtracting polynomials 1L interpret expressions that represent a quantity in terms of its context.
Exponents and Monomials. Monomial is an expression that is a number, a variable, or a product of a number and variables. Constant is a monomial containing.
Polynomials and Polynomial Functions
In this lesson we will classify, add and subtract polynomials.
4.3: Introduction to Polynomials
8-1 Adding and Subtracting Polynomials
Aim: How do we multiply polynomials?
Warm-Up Use the graph at the right to answer the following.
Exponents and Monomials
Introduction to Polynomials
Section 6.2: Polynomials: Classification, Addition, and Subtraction
Adding and Subtracting Polynomials
Lesson 7-4 Polynomials p. 424.
Polynomials.
Polynomials Monomials & Operations
Exponents and Monomials
Introduction to Polynomials
A number, a variable or the product of them
Polynomials and Polynomial Functions
5.5 Polynomials Goals: 1. To identify a polynomial and its types
Adding and subtracting
descending order of exponents
5-3 Multiplying and Dividing monomials
Objectives Classify polynomials and write polynomials in standard form. Evaluate polynomial expressions.
Understanding polynomials
Section P4 Polynomials.
5.5 Polynomials Goals: To identify terms, coefficients, and factors of a term. To simplify a poly by collecting like terms To identify the degree of the.
Operations with Polynomials
Exponents and Monomials
Polynomials and Special Products
Polynomial Vocabulary
7.3 Polynomials A monomial or a sum of monomials
Learning Target: I will be able to identify polynomials
Exponents and Monomials
P3 Polynomials & Special Products
CLASSIFYING POLYNOMIAL
Presentation transcript:

5-5 Polynomials

Vocab Polynomial- monomial or sum of monomials Monomial- numeral, variable or product of numerals and variables (one term) ex: 4x 3 y Binomial- expression with two termsex: 2x + 6 Trinomials-expression with three terms ex: 3x 2 + x – 8 More than 3 terms? We will just call them polynomials

Degree Degree of a term: Sum of all exponents in that term Ex: Degree of term: 2+1 or 3 Degree of the polynomial: whichever term has highest degree Ex: Degree: The highest is 5 so the polynomial’s degree is 5 and x 5 is leading term

Example 1: Identify terms and give coefficients Coefficients: 2,1, -8

Example 2: Identify degree of each term and degree of polynomial Degree of term: Degree of polynomial: 5

Example 3 Collect like terms

Example 4: Collect like terms

Marker Board

Assignment 5-5/ /5-50 m5, 53-72