2.2 – 2.3 Quiz Get out a blank sheet of paper and a pencil and clear off your desk.

Slides:



Advertisements
Similar presentations
Definition of Let b represent any real number and n represent a positive integer. Then, n factors of b.
Advertisements

Aim: How do we divide monomials?
© 2007 by S - Squared, Inc. All Rights Reserved.
The Laws of Exponents Animated floating petals (Difficult)
Solving Linear Equations
Warm up Use the laws of exponents to simplify the following. Answer should be left in exponential form.
© 2007 by S - Squared, Inc. All Rights Reserved.
Apply Properties of Multiplying Integer Exponents What if the chips represented 4 5 * 4 2 ? What would be a simplified expression? X X X X.
WHEN MULTIPLYING LIKE BASES, YOU ADD THE EXPONENTS FOR EXAMPLE: NOW YOU TRY:
Copyright©amberpasillas2010. Simplify two different ways. == = =
Integer Exponents 8.EE.1. Objective - To solve problems involving integer exponents.
Section 1.1 Numbers and Their Properties.
Operations: Add, Subtract, Multiply, Divide
Multiplying and Dividing Real Numbers Objective: To multiply and divide real numbers.
Mathematics for Business and Economics - I
Course Look for a Pattern in Integer Exponents Lesson 7-1 Negative & Zero.
Exponents Power base exponent means 3 factors of 5 or 5 x 5 x 5.
Introduction An exponent is a quantity that shows the number of times a given number is being multiplied by itself in an exponential expression. In other.
Dividing and Reducing Monomials
WORDS ZERO PRODUCT PROPERTY: A base raised to the power of 0 is equal to 1 NEGATIVE EXPONENT PROPERTY: A negative exponent of a number is equal to the.
Bell Quiz. Objectives Learn to use the Distributive Property to simplify rational expressions.
Not so EXTRATERRESTRIAL. For each of the following, can you identify the base and the exponent?     If a number doesn’t have.
SECTION 2.7 DIVISION OF REAL NUMBERS Objectives: Divide real numbers Use division to simplify algebraic expressions.
1.5 ADDING AND SUBTRACTING REAL NUMBERS I can find the sums and differences of real numbers.
Lesson 1.7 Dividing Integers Standards: NS 1.2 and AF 2.1 Objectives: Dividing Integers Evaluate variable expressions.
Section 5.1 Integer Exponents. Overview Recall that exponents are used to indicate repeated multiplication: In this section we explore properties of exponents.
Solving Equations. The equations are equivalent If they have the same solution(s)
Day Problems Simplify each expression – – (-8.4) 3. Evaluate each expression for a = -2, b = 3.5, and c = a – b + c5. |c + a + 5|
Chapter 2 Properties of Real Numbers VOCABULARY. Absolute Value  The distance from zero on the number line and the point representing a real number on.
WHEN MULTIPLYING LIKE BASES, YOU ADD THE EXPONENTS FOR EXAMPLE:
Slide 1- 1 Copyright © 2006 Pearson Education, Inc. Publishing as Pearson Addison-Wesley.
The Rules of Exponents Algebra The Rules of Exponents.
Algebra I Sections 2.2, 2.3, 2.5, 2.7. Properties of Addition Commutative Property a + b = b +a a + b = b +a 3 + (-2) = (-2) = Associative.
2-5 HW = Pg #6-50 e, HW Continued 56.) C57.) B.
Preview to the Exponential Number System September 4th, 2015.
Chapter 5 Expressions. Day….. 1.Distributive Property 2.Parts of an Expressions 3.Combining Like Terms 4.Equivalent Expressions.
A. – b. 8 – 19 c. – 15 – (– 15) d. – 10 + (– 46) Problems of the Day Simplify. e. f. g. h.
Zero power - Any nonzero number raised to the zero power is always one (60 = 1) 4.6 Negative and Zero Exponents 24 = = 1 21 = 2 22 = 4 23 =
Unit 2: Exponents Review. What is on the test??? 1.Exponent Rules 2.Perfect Squares 3.Square Roots / Cube Roots 4.Estimating Non-Perfect Squares 5.Scientific.
Ch 2.5 Objective: To multiply integers.. Properties Commutative Property: a * b = b * a Two numbers can be multiplied in either order and the result is.
EXPRESSIONS, FORMULAS, AND PROPERTIES 1-1 and 1-2.
Opener Evaluate when x = 4.. Test Review Simplifying Exponent Rules.
6-4 Exponents and Division Video Tutor Help Simplifying when zero is an exponentSimplifying when zero is an exponent (6-4) Simplifying with negative.
Splash Screen Unit 6 Exponents and Radicals. Splash Screen Essential Question: How do you simplify radical expressions?
Unit 2 Day 5. Do now Fill in the blanks: is read as “___________________________” The 4 th root can be rewritten as the ________ power. If an expression.
Lesson 8.2 Notes Quotient of Powers- to divide two powers that have the same base, subtract the exponents – Ex: Power of a Quotient- to find the power.
Bell Quiz. Objectives Multiply and Divide signed numbers. Discuss the properties of real numbers that apply specifically to multiplication. Explain the.
LESSON 12.1 OBJECTIVE: IDENTIFY OR ESTIMATE SQUARE ROOTS, DEFINE AND WRITE SQUARE ROOTS IN SIMPLEST RADICAL FORM. Simplifying Radicals.
Monomials Chapter 5.1. Vocabulary Monomial: an expression that is a number, a variable, or the product of a number and one or more variables. – Can not.
ALGEBRIC EQUATIONS UNIT 01 LESSON 02. OBJECTIVES Students will be able to: Apply the Algebraic expressions to simplify algebraic expressions. Produce.
Powers and Exponents.
Distributive Property Multiply and Divide polynomials by a constant worksheet.
Introduction to Algebra
CHAPTER 1.3 Solving Equations.
Chapter 6: Expressions NOTES.
Chapter 2.4/2.6 Notes: Multiplying and Dividing Real Numbers
Division Properties of Exponents
Exponential Functions
 Warm-up: n HW: Pg. 10 (40) Pg. 12 (75, 79, 84, 85, 8996, 110)
TO MULTIPLY POWERS HAVING THE SAME BASE
4.4 Properties of Logarithms
Rules for Multiplication and Division
Set Up Vocabulary! FRONT BACK 1) Variable 9) Distributive Property
Properties of real numbers
Dividing Radical Expressions
Chapter 1 Part A Review Sections 1-1 to 1-4.
Chapter 3-2 Simplifying Algebraic Expressions
Warm Up Simplify      20  2 3.
Presentation transcript:

2.2 – 2.3 Quiz Get out a blank sheet of paper and a pencil and clear off your desk.

Lesson 2.4 and 2.6 Multiplying and Dividing Real Numbers Goal: You will multiply and divide real numbers.

Rules for Multiplying Integers: Multiplying two numbers with the same sign will ALWAYS equal a positive number. ex. 4(8) = ___ ex. -9(-5) = ____ Multiplying two numbers with different signs will ALWAYS equal a negative number. ex. 4(-9) = ____ ex. -10(50) = ____

Find the product. You Try!

Properties of Multiplication: Property of Zero: The product of a number and 0 is 0. Identity Property: The product of a number and 1 is the same number.

Rules for Dividing Integers: Good News… Same as multiplying rules!! Dividing two numbers with the same sign will ALWAYS equal a positive number. ex. 28 ÷ 7 = ___ ex. -15 ÷ -3 = ___ Dividing two numbers with different signs will ALWAYS equal a negative number. ex. -16 ÷ 4 = ___ ex. 99 ÷ -11 = ___

Find the quotient. You Try!

Worksheet #1

Now lets multiply fractions!

Now lets divide fractions!

Worksheet #2

Vocabulary Words CHAPTER 1 1) Variable 2) Algebraic Expression 3) Evaluating an Algebraic Expression 4) Power 5) Base 6) Exponent CHAPTER 2 7) Equivalent Expression 8) Reciprocal 9) Distributive Property 10) Terms 11) Coefficient 12) Constant Term 13) Like Terms 14) Square Root 15) Perfect Square