Algebra 1 Review Chapter 1 Real Numbers, Algebra and Problem Solving (no exponents) Algebra 2 Name:____________________ Date:_______________.

Slides:



Advertisements
Similar presentations
Algebraic Expressions and Formulas
Advertisements

Unit Review Algebra 1B By Mrs. Anderson. Translate the following sentences into expressions and equations 5 more than a number.
Unit 1 Test Review Answers
Exponents and Scientific Notation Evaluate exponential forms with integer exponents. 2.Write scientific notation in standard form. 3.Write standard.
Big Ideas Ch 3 Expression and Equations
Scientific Notation Copyright Scott Storla Scientific Notation A number written in scientific notation has two factors. One factor is a real number.
6.1 n th Roots and Rational Exponents What you should learn: Goal1 Goal2 Evaluate nth roots of real numbers using both radical notation and rational exponent.
Scientific Notation February 26, 2014 Pages
Bell Problem Simplify 13, Use Properties of Exponents Standards: 1.Understand ways of representing numbers 2. Understand how operations are.
Algebra 8.4 Scientific Notation.
Pre-Algebra Quiz 2 Laws of Exponents Scientific Notation Square RootsPropertiesRandom
Section 6-1: properties of exponents
Chapter 8 Test Review Exponents and Exponential Functions
Unit 2 Mid Unit Test Review
Chapter 1 Section 2 and 3 Exponents Scientific Notation.
Section 11-4 Logarithmic Functions. Vocabulary Logarithm – y is called this in the function Logarithmic Function – The inverse of the exponential function.
Bell Work – November 3, Simplify: – What is the y-intercept of the line represented by y = ½ x + 4? 3. Divide: ½ ÷ ¾.
Ch 8: Exponents E) Scientific Notation
Topic 4 Real Numbers Rational Numbers To express a fraction as a decimal, divide the numerator by the denominator.
Scientific Notation Algebra Seminar. Objectives ► Write numbers in standard and scientific notation. ► Perform calculations with numbers in scientific.
Lesson 1-9: Scientific Notation Objectives Students will be able to write numbers as scientific notation as well as perform operations with scientific.
EXAMPLE 4 Multiplying Numbers in Scientific Notation Find the product ( ) ( ). = ( ) ( ) = =
Objective: 6.1 Using Properties of Exponents 1 What Is Chapter 6 All About? Short Answer: Polynomials and Polynomials Functions Poly? Nomial? Like chapter.
Scientific Notation Unit 1, Lesson 6. The Basics Scientific Notation means expressing numbers (usually very large numbers or very small numbers) in the.
Solving Equations Algebra 1 Review Simplifying Expressions 1.n – (-1) 2.|-5| + v 3.3 – (-a) 4.19 – (-y) 5.5r – (-r)
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.
Radical expressions, rational exponents and radical equations ALGEBRA.
Students will be able to: Use multiplication properties of exponents to evaluate and simplify expressions. Objective 8.1.
Chapter 8 - Exponents Scientific Notation. Mental Math Multiplying: Move the decimal to the right 47 x x x x
Adding & Subtracting in Scientific Notation Exponents are SAME 1.) If exponents same, add or subtract the coefficients and keep the power of 10. Examples:
Martin-Gay, Beginning Algebra, 5ed
Combining Like Terms and the Distributive Property Objectives: Students will be able to explain the difference between algebraic equations and expressions.
Unit 4 Review!. 1. Write the expression Sum of 9 and z.
Algebra 2 Chapter 1 Review.
Algebra Final Review Practice Problems. Factor completely.
7-3 Multiplication Properties of Exponents
Pre-Algebra Chapter 5 Review
Adding & Subtracting in Scientific Notation
CHAPTER R: Basic Concepts of Algebra
CHAPTER R: Basic Concepts of Algebra
Algebra 1B Final Review Ch
Do Now: Simplify the expression.
Chapter 6: Expressions NOTES.
Algebra 1 Section 2.3 Subtract real numbers
Warm-up.
Real Numbers, Algebra, and Problem Solving
6.1 Using Properties of Exponents
Scientific Notation Algebra Seminar
Notes Over 8.4 Scientific Notation
Exponents & Scientific Notation Test Corrections
Academy Algebra II 6.1: Evaluate nth Roots and Use Rational Exponents
Simplifying Algebraic Expressions
Pre-algebra: semester 1 exam review
Algebra 1 Section 8.4 Express numbers using scientific notation
Evaluating expressions and Properties of operations
Use powers and exponents in expressions.
1.2 Operations with Real Numbers and Simplifying Algebraic Expressions.
Chapter 5 Review Algebra II.
Algebra II Chapter 1 Review.
Exponents is repeated multiplication!!!

Scientific Notation.
Chapter Ten Exponents and Scientific Notation
Chapter 1 Part A Review Sections 1-1 to 1-4.
Chapter 7 Vocabulary (7-4)
Section 12-3 Exponents & Multiplication
6.1 Using Properties of Exponents
Foundations for Algebra
Warm Up Simplify      20  2 3.
Presentation transcript:

Algebra 1 Review Chapter 1 Real Numbers, Algebra and Problem Solving (no exponents) Algebra 2 Name:____________________ Date:_______________

Types of Numbers (See Flowchart)

Common Properties of Algebra Commutative ( + and x) Associative (+ and x) Distributive

Examples with properties:

Examples - Factor: 1. ax – ay = x + 5y -10z =

Examples - Simplify: 1. 2x – (3x – 4) = 2. 5x – [ 2x – (3x + 2)] = 3. 8x – { 2x – 3[(x-4) – (x-2)]} =

Examples- Solving Equations 6y + 3 = y - 12

Examples- Solving Equations 3n – 8 – n = 7n – n

Scientific Notation: Must be ≥ 1, but < 10

Operations with Scientific Notation Keep the parts separate and adjust when finished: 1)Multiply/Divide numbers in front. 2)Use properties of exponents to evaluate powers of 10 3)Adjust final scientific notation: a) If you make the number smaller, you make the exponent ____________ (by the same number of decimal places) b) If you make the number bigger, you make exponent ____________ (by the same number of decimal places)

Examples

Assignment Ch 1 Rev/56-58/1-30o, 55-58