C HAPTER 8 Exponents and Exponential Functions. Z ERO POWER PROPERTY AND N EGATIVE EXPONENTS In other words: Anything to the power of zero is one. If.

Slides:

Advertisements

Similar presentations

Roots & Radical Exponents By:Hanadi Alzubadi.

Advertisements

ExponentsExponents Objective #1: Students will write numbers in exponential form Objective #2: Students will multiply and divide numbers in exponential.

Algebra 2: Section 6.1 Properties of Exponents. Product of Powers –(when multiplying like bases, add exponents) Power of a Power –(when taking an exponent.

TODAY IN ALGEBRA…  Learning Target: 8.3 You will use properties of exponents involving zero and negative exponents  Exit Task  HW#2 Due Today  Mid.

7.1 Zero and Negative Exponents:

Laws of Exponents. Remember: Rule 1—Multiplying like bases  When multiplying like bases, keep the base and ADD the exponents.

x 5 * x 2 x 5+2 x7x7 Example 1 Simplify. a) = b b) b 7 b 3 = Example 2 Simplify.

RATIONAL EXPONENTS Assignments Assignments Basic terminology

EXAMPLE 2 Evaluate exponential expressions a. 6 – Product of a power property = 6 0 Add exponents. = 1 Definition of zero exponent = 6 –

Copyright©amberpasillas = = = = -1 Multiply Integers REVIEW Odd # of Negatives = Negative Even # of Negatives =

Lesson 8-1 Negative & Zero. Your Goal: Simplify expressions containing integer exponents.

Course Look for a Pattern in Integer Exponents Lesson 7-1 Negative & Zero.

Objective 1: To multiply monomials. Objective 2: To divide monomials and simplify expressions with negative exponents.

Dividing Monomials Honors Math – Grade 8. Quotient of Powers Look for a pattern in the exponents. 3 factors 5 factors KEY CONCEPT Quotient of Powers To.

Exponents and Their Properties Section 5.1. Overview Multiplying Powers with Like Bases Dividing Powers with Like Bases Zero as an Exponent Raising a.

PROPERTIES OF EXPONENTS. PRODUCT OF POWERS PROPERTY.

Basic Terminology BASE EXPONENT means. IMPORTANT EXAMPLES.

WELCOME BACK Y’ALL Chapter 6: Polynomials and Polynomial Functions.

Zero & Negative Exponents

Exponents An exponent is the number of times the base is multiplied by itself. Example 27 can also be written as 3 This means 3 X 3 X 3.

Exponents. Definition: Exponent The exponent of a number says how many times to use that number in a multiplication. It is written as a small number to.

Physics Day 5 Objectives SWBAT do exponential math Understand factors of 10 Agenda Do Now Notes Worksheet HW2 due tonight HW3 Thursday.

Properties of Exponents

Lesson 7-1 Warm-Up.

7-1 Zero and Negative Exponents

Negative and Zero Exponents

Lesson 6.1 AIM: Understanding Multiplication of Exponents.

Factor (letter or number) to Zero Power That factor = 1.

Copyright © Lynda Greene Aguirre Exponential Form is used when you want to multiply the same number by itself several times. 5 is the base 4 is.

The Rules of Exponents Algebra The Rules of Exponents.

Copyright©amberpasillas2010. What does 2 -1 Mean? You cannot leave an exponent negative because there is no way to express it’s meaning.

EQUIVALENT FRACTIONS. Math Vocabulary Equivalent fraction(s): Fractions that are EQUAL to each other, even though they look different.

Exponent Rules. Parts When a number, variable, or expression is raised to a power, the number, variable, or expression is called the base and the power.

Exponents and Radicals Section 1.2. Objectives Define integer exponents and exponential notation. Define zero and negative exponents. Identify laws of.

Lesson Presentation.

Warm Up Exercise… Find the range of the function with the given domain (x) – {-2, 0, 3.5}  f(x) = (-2x)(-2x)  g(x) = 10 – (x)(x)(x)  y = 5x – 1.

Zero and negative exponents

Properties of Exponents

6.1 Laws of Exponents.

4 minutes Warm-Up Simplify 1) 2) 3) 4).

ALGEBRA READINESS LESSON 5-7 Warm Up Lesson 5-7 Warm-Up.

Monomials Interactive In Algebra County. There are 10 problems to work. Keep track of how many you get correct the first time. If you miss the problem,

INTEGRALS – Negative Exponents. ** used the power rule INTEGRALS – Negative Exponents.

Algebra Section 8 Day 1: Exponent Properties Algebra S8 Day 1 1.

 Anything to the power of zero is one  4 0 =1  X 0 =1  =?

Write HW problems on board that you want to go over

Table of Contents Topic Page # B System Word Problems Special Systems Systems of Inequalities Exponent Properties Exponents.

Multiplying Exponents Review Lesson by Jessica Cuellar-Jimenez You can do this ! !

Bell Work3/10/2015 Simplify. Chapter 7 Exponents and Polynomials Next Chapter.

Integer Exponents Use the information in the table and see if you can complete the missing answers. Base/ExponentAnswer

Exponents / Powers Used to simplify and evaluate expressions. ex.: x (2x) 3.

EXPONENTS Basic terminology Substitution and evaluating Laws of Exponents Multiplication Properties Product of powers Power to a power Power of a product.

7-1 Zero and Negative Exponents Hubarth Algebra.

Basic Terminology BASE EXPONENT means Important Examples.

Do Now: Evaluate each expression.

Module 1 Day 3 Power Properties.

Negative Exponents and Zero Exponents.

Negative and Zero Exponents

Exponent Review ?.

Rational Numbers, Factors, and Multiples Part 2

Bell Work Find an exponential function that passes through (2,16) and (6,256). ÷

Zero and Negative Exponents

Negative Exponents and Zero Exponents.

7.4 Rational Exponents.

Properties of exponents foldable

Warm-up!! 5/21/2019 Day 6.

Tuesday September 6th Agenda

Exponent practice.

Presentation transcript:

C HAPTER 8 Exponents and Exponential Functions

Z ERO POWER PROPERTY AND N EGATIVE EXPONENTS In other words: Anything to the power of zero is one. If you have a negative exponent on top of a fraction move it to the bottom to make it positive, if it is on the bottom of the fraction move it to the top to make it positive.

E NTRY T ASK : W RITE T HIS DOWN IN YOUR MATH NOTEBOOK ( NO CLICKERS OR ENTRY TASK SHEETS ) P ROPERTIES OF EXPONENTS

W RITE THESE DEFINITIONS IN YOUR MATH NOTEBOOK, IF YOU FINISH WRITING THEM, WRITE THEM AGAIN, YOU MAY USE COLORS