Bell Problem Simplify 13,000 0. 5.1 Use Properties of Exponents Standards: 1.Understand ways of representing numbers 2. Understand how operations are.

Slides:



Advertisements
Similar presentations
Section P2 Exponents and Scientific Notation
Advertisements

Exponent Rules – Day 1 Zero and Negative Exponents.
Exponents and Scientific Notation
7.2 Powers of 10 and Scientific Notation
EXAMPLE 1 Evaluate numerical expressions a. (–4 2 5 ) 2 = Power of a product property Power of a power property Simplify and evaluate power. =
Scientific Notation Review
Objective The student will be able to: express numbers in scientific and decimal notation.
Chapter 8 Review Laws of Exponents. LAW #1 Product law: add the exponents together when multiplying the powers with the same base. Ex: NOTE: This operation.
Objectives: (1) To write a number in scientific notation. (2) To perform calculations with numbers written in scientific notation.
Scientific Notation A short-hand way of writing large numbers without writing all of the zeros.
Section 8.2 Scientific Notation
Exponents and Scientific Notation Evaluate exponential forms with integer exponents. 2.Write scientific notation in standard form. 3.Write standard.
Scientific Notation February 26, 2014 Pages
Properties of Exponents
6.1 Properties of Exponents
5.1 Use Properties of Exponents
Flashback Convert interval notation to inequality notation. 1.[-2, 3]2. (-∞, 0) Convert inequality notation to interval notation ≤ x ≤ 44.
PROPERTIES OF EXPONENTS. PRODUCT OF POWERS PROPERTY.
7.9 Negative Exponents Objective: To use negative exponents. Warm – up: Simplify. 1)2)3) Evaluate. 4) 5 0 5) 6) 7)
Evaluate numerical expressions
Using Properties of Exponents
PRECALCULUS NYOS CHARTER SCHOOL QUARTER 3 “THE ESSENCE OF MATHEMATICS IS NOT TO MAKE SIMPLE THINGS COMPLICATED, BUT TO MAKE COMPLICATED THINGS SIMPLE.”
Algebra 8.4 Scientific Notation.
Scientific Notation. Simplify: Scientific Notation Expressed as a number between 0 and 10 times a power of positive - a very large number 10 negative.
Section 6-1: properties of exponents
5.5 Negative Exponents and Scientific Notation. Negative Exponents Using the quotient rule, But what does x -2 mean?
Chapter 8 Test Review Exponents and Exponential Functions
Dealing with Exponents. What do exponents mean What does 4 2 ? To multiply 4 by itself 2 times – 4 x 4 Well what about 4 -2 ? or 4 5 x 4 2 ?
Integer Exponents 8 th Grade. Simplify Negative Exponents.
Aim: How can we express a large or small number?
Thinking Mathematically Number Theory and the Real Number System 5.6 Exponents and Scientific Notation.
4.1 Properties of Exponents
Copyright © 2012, 2009, 2005, 2002 Pearson Education, Inc. Section 5.2 Negative Exponents and Scientific Notation.
Scientific Notation Student Expectation: 8 th Grade: 8.1.1D Express numbers in scientific notation, including negative exponents, in appropriate problem.
Scientific Notation Algebra Seminar. Objectives ► Write numbers in standard and scientific notation. ► Perform calculations with numbers in scientific.
Scientific Notation IPC NOTES. SCIENTIFIC NOTATION Scientific notation is used to write really large or really small numbers. ex) x10.
Advanced Algebra Notes Section 5.1: Finding Rational Zeros When we multiply two powers together that have the same base we use the_________ ____________________.
Today in Algebra 2 Go over homework Notes: you will need a calculator –Scientific Notation Homework.
Objective: 6.1 Using Properties of Exponents 1 What Is Chapter 6 All About? Short Answer: Polynomials and Polynomials Functions Poly? Nomial? Like chapter.
Exponent Quiz Review. Evaluate the expression 4 2  Answer: 16.
1-9 Scientific Notation (p ) Indicator  N1: Demonstrate an understanding of place value using powers of 10 and write large numbers in scientific.
Unit 7 – Exponents Topic: Exponential Properties & Scientific Notation.
4.1 Properties of Exponents PG Must Have the Same Base to Apply Most Properties.
6.1 Laws of Exponents.
6.2 Properties of Rational Exponents What you should learn: Goal1 Goal2 Use properties of rational exponents to evaluate and simplify expressions. Use.
8.1: Zero and Negative Exponents 8.2: Scientific Notation To simplify expressions with zero and negative exponents to write numbers in scientific and standard.
Scientific Notation. What is the scientific notation? In science, we often deal with very large or very small numbers, scientific notation is a way to.
Scientific Notation A value written as a power of 10 A value written as a power of 10 Used to express very small or large numbers Used to express very.
Copyright 2013, 2009, 2005, 2002 Pearson, Education, Inc.
5.1 Exponents. Exponents that are natural numbers are shorthand notation for repeating factors. 3 4 = is the base 4 is the exponent (also called.
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 =
Copyright 2013, 2009, 2005, 2002 Pearson, Education, Inc.
CCGPS Geometry. 1. Product of Powers:a m a n = a m+n 2. Power of a Power:(a m ) n = a mn 3. Power of a Product :(ab) m = a m b m 4. Negative Exponent:
Define and Use Zero and Negative Exponents February 24, 2014 Pages
5.1 Use Properties of Exponents. Properties of Exponents Property NameDefinitionExample Product of Powersa m + a n = a m+n = (-1) = 5.
Properties of Exponents Examples and Practice. Product of Powers Property How many factors of x are in the product x 3 ∙x 2 ? Write the product as a single.
Change to scientific notation: A. B. C. 289,800, x x x
7.10 Scientific Notation Objective: To use scientific notation. Warm – up: Rewrite each number in decimal form. 1)1 x ) 3.6 x 10 6 Rewrite each.
Simplify the following Write all the answers using positive exponents. 1) 4 0 = 1 4) = – 72) – 7w 0 3) 5)
PROPERTIES OF EXPONENTS CHAPTER 6 LESSON 1. VOCABULARY Simplify- To rewrite an expression without parentheses or negative exponents Standard Notation-
Exponents / Powers Used to simplify and evaluate expressions. ex.: x (2x) 3.
Lesson 3.2: Simplifying Expressions with Rational Exponents and Radicals (Pgs ) Mr. Alvarado IM2.
Bellringer # Exponents Zero Exponent Property.
Scientific Notation.
7.5 Properties of Exponents and Scientific Notation
6.1 Using Properties of Exponents
Simplify the following
Evaluate when A.) 18 B.) 243 C.) 729 C.) 729 D.) 27 L F.
4.1 Properties of Exponents
6.1 Using Properties of Exponents
Presentation transcript:

Bell Problem Simplify 13,000 0

5.1 Use Properties of Exponents Standards: 1.Understand ways of representing numbers 2. Understand how operations are related

Ex. Simplify 2 3 x 2 5

Properties of Exponents Property NameDefinition Product of Powersa m  a n = a m + n Power of a Power(a m ) n =a mn Power of a Product(ab) m = a m b m Negative Exponent Zero Exponent Quotient of Powers Power of a Quotient

Ex. Evaluate

Ex. Evaluate the expression. a. (4 2 ) 3 b. (-8)(-8) 3 c.

Scientific Notation Scientific notation- a number that is expressed in the form c x 10 n *Can only have 1 number in front of decimal *Moving decimal to the left = positive exponent *Moving decimal to the right = negative exponent

Ex. Write in scientific notation. a. 145, 890, 000b

Ex. Write the answer in scientific notation.

Ex. Simplify

Homework pg. 333 #6-16 even, even

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2024 SlidePlayer.com Inc. All rights reserved.