Expressions & Equations Part 1

Slides:



Advertisements
Similar presentations
WHEN MULTIPLYING LIKE BASES, YOU ADD THE EXPONENTS FOR EXAMPLE: NOW YOU TRY:
Advertisements

Exponents.
How do we use the laws of exponents?. The zero power Anything to the power of zero is one.
Do Now: Solve for x in the following equation: Hint: and.
Integer Exponents 8 th Grade. Simplify Negative Exponents.
Topic 2: Laws of Logarithms
Exponents base exponent means 3 factors of 5 or 5 x 5 x 5.
PROPERTIES OF EXPONENTS

4.1 Properties of Exponents
 Anything to the power of zero is one  4 0 =1  X 0 =1  =?
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.
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.
Exponent Properties Product of Powers: 23 ● 22 = 23+2 = 25
The Laws of Exponents.
8 – Properties of Exponents No Calculator
Properties of Exponents
The Laws of Exponents.
Warm-Up Evaluate when x = 4..
7 Laws of Exponents #1  .
Lesson 5-1 Properties of Exponents
The Laws of Exponents.
The Laws of Exponents.
Exponents: Negative & Zero
The Laws of Exponents.
Zero and Negative Exponents.
The Laws of Exponents.
Lesson 7-2 Dividing Monomials
The Laws of Exponents.
The Laws of Exponents.
Section 1-6: Multiplying Integers
Division Properties of Exponents
Exponential Functions
EXPONENTIAL EXPRESSIONS
EXPONENTIAL EXPRESSIONS
or write out factors in expanded form.
Unit 2 (8.EE.1) Vocabulary.
Division Properties of Exponents
Warm Up multiplication exponents base multiply power power multiply
Objectives Evaluate expressions containing zero and integer exponents.
Zero and Negative Exponents
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Objective - To multiply integers.
The Laws of Exponents.
Objective Use multiplication properties of exponents to evaluate and simplify expressions.
The Laws of Exponents.
Multiplying Powers with the Same Base
The Laws of Exponents.
PROPERTIES Of Exponents
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Warm-up #6, Tuesday 2/16 Find the domain of x → 6
The Laws of Exponents.
Zero and Negative Exponents.
EXPONENT RULES.
Objective Students will… Solve problems using the laws of exponents.
The Laws of Exponents.
Warm-Up #14 (Wednesday, 9/30)
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
The Laws of Exponents.
Division Properties of Exponents
The Laws of Exponents.
The Laws of Exponents.
EXPONENTIAL EXPRESSIONS
Presentation transcript:

Expressions & Equations Part 1 8.EE.1 Expressions & Equations Part 1

8.EE.1 Defined Know and apply the properties of integer exponents to generate equivalent numerical expressions.

8.EE.1 In 6th Grade students wrote and evaluated simple numerical expressions with whole number exponents (ie. 53 = 5 • 5 • 5 = 125). Integer (positive and negative) exponents are further developed to generate equivalent numerical expressions when multiplying, dividing or raising a power to a power. Using numerical bases and the laws of exponents, students generate equivalent expressions.

8.EE.1 Students Understand Bases must be the same to use the law of exponents Exponents are subtracted when Bases are being divided (1) Exponents are added when Bases are being multiplied (2) A number raised to zero will always equal 1 (3) Exponents are multiplied when an exponent is raised to an exponent (4)

8.EE.1 Exponents are subtracted when bases are being divided Example: (2^2/2^6)=2^-4=1/16 Work Out Below:

8.EE.1 Exponents are added when Bases are being multiplied Example: (2^2 x 2^2)=2^4=16 Work Out Below:

8.EE.1 A number raised to zero will always equal 1 Example: (6^2/6^2)=6^0=(6/6)=1 Work Out Below:

8.EE.1 Exponents are multiplied when an exponent is raised to an exponent Example: (4^2)^2=(4^4)=256 Work Out Below: