Powers and Exponents SWBAT raise a power, product, or quotient to a power; apply the power laws.

Slides:



Advertisements
Similar presentations
Exponents exponent power base.
Advertisements

Laws of Exponents. Remember: Rule 1—Multiplying like bases  When multiplying like bases, keep the base and ADD the exponents.
Warm up Use the laws of exponents to simplify the following. Answer should be left in exponential form.
The Laws of Exponents.
Warm Up I can simplify expressions with exponents. 1. What is the value of 3x 3 +2 when x=10? 2. You put $500 in an account that doubles every year. 
Vocabulary 4 6 Base Exponent The exponent is sometimes referred to as the power.
Copyright (c) 2010 Pearson Education, Inc. Laws of Exponents.
Essential Question: What is the first step for simplifying an exponential expression that contains negative exponents?
Exponents base exponent means 3 factors of 5 or 5 x 5 x 5.
Exponents Power base exponent means 3 factors of 5 or 5 x 5 x 5.
Exponents By : Ramia Jones To : Ms. Kinney. Writing Exponents 1.) Evaluate the Exponent. 2.) Multiply inside the parenthesis. 3.) multiply from left to.
Chapter 7: Exponential Functions
Intro to Exponents Learn to evaluate expressions with exponents.
5.2 Polynomials Definitions Degrees & Operations Practice Problems.
7-2: Division Properties of Exponents
Powers and Laws of Exponents SWBAT write the standard form for numbers that are given in exponential form; write the exponential form for numbers that.
X2x2 + x x 2 +3x +2 +2x x + 2 x 2 + x +2x +2 Learning how to do long multiplication with number and algebra.
Multiplying Binomials each each otherTo multiply two Binomials – each term in each binomial needs to be multiplied by each other. FOIL helps you keep.
Laws of Exponents Tammy Wallace Varina High. What is a monomial? number variable Product of a number and variables.
Lesson Multiplying Exponents Quote of the Day – “Being defeated is often a temporary condition, giving up is what makes it permanent” Objective.
Warm Up On your next available page create a table of contents labeled UNIT 1 Using rational and irrational #’s to solve problems w/ exponents and roots.
TUESDAY 2.Solve the following equations. a. b. 3.Graph the line. 10x 5 -36x 14 -6r 7 = 13 + r -13 r = – x = -3x + x -8 = -2x x = 4.
Review Exponent Rules SWBAT raise a power or product to a power; use the exponent rules for multiplication and division; write negative exponents as positive;
Multiplication = short-cut addition Instead of adding = 10.
Laws of Exponent Review. Laws of Exponent Law of Zero Exponent a º = 1 Law of Negative Exponent a -n = 1/ a n ; 1/ a -n = a n Law of Multiplying Powers.
Please turn to PAGE 34 When you multiply exponents with the same base, ADD the exponents. The base stays the same.
The Laws of Exponents.
Properties of Exponents
Exponents exponent power base.
The Laws of Exponents.
The Laws of Exponents.
Do Now Exponent Rules pre-assessment.
1.6The Laws of Exponents.
Lesson 5-1 Properties of Exponents
The Laws of Exponents.
The Laws of Exponents.
Section 5.1 The Rules of Exponents.
The Laws of Exponents.
Learn to evaluate expressions with exponents.
Bell Ringer Solve. 1. 6x – 8 = -4x + 22
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Exponents and Polynomials
The Laws of Exponents.
Learn to evaluate expressions with exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Exponents with Multiplication and Division
The Laws of Exponents.
Objective SWBAT use properties of exponents involving quotients.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Simplify: (3xy4)(-2x2y2) x3y6 xy2 -6x3y6
Learn to evaluate expressions with exponents.
Do Now 1/9/18 Copy HW in your planner.
Presentation transcript:

Powers and Exponents SWBAT raise a power, product, or quotient to a power; apply the power laws

Take our your Exploring Exponents Worksheet With a partner fill in chart 4 Answer questions 5 and 6

Raising a power to a power (54)7 What does 54 mean? 5*5*5*5 What does (54)7 mean? (5*5*5*5)* (5*5*5*5)* (5*5*5*5)* (5*5*5*5)* (5*5*5*5)* (5*5*5*5)* (5*5*5*5) What does that look like in exponential form? 528

Raising a power to a power Multiply the exponent outside the parenthesis to ALL exponents inside the parenthesis Remember if you don’t see an exponent, there is an implied 1

Examples (a-2)-5 (c0)-8 (32*23)2 (2x4)5 (x2y3)6 (8-4c5)-3

Examples (43/54)2 (x2/z5)3 (3-2/4-1)3 (5m0/n-2)6 (2/3*1 ½)4 (2/3)*(-1 ½)3

With a partner Complete 3-60, multiples of 3 on pages 25-26