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Scientific Notation Expressed as a number between 0 and 10 times a power of 10. 10 positive - a very large number 10 negative – a very small, fractional number
Write in Scientific Notation 5600000
Write in Scientific Notation 73450000
Write in Scientific Notation 0.0000078
Write in Scientific Notation 37
Write in Scientific Notation 0.045
Write in Scientific Notation 0.000347
Write in Scientific Notation 0.0045 x 10 5
Write in Scientific Notation 86 x 10 5
Write in Scientific Notation 0.0037 x 10 -8
Evaluate – Leave in Scientific Notation
Squares and Square Roots Objective: Students will be able to successfully multiply and simplify expressions using squares and square roots. Warm-Up Evaluate:
Use Scientific Notation
Exponents and Multiplication Exponents and Division.
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. =
5.7 Rational Exponents Fraction Exponents.
Scientific Notation Review
To Start: 10 Points Evaluate:. CHAPTER 4: FACTORS, FRACTIONS, AND EXPONENTS Section 4-8: Exponents and Division.
Roots Rational Numbers Scientific Notation More with Exponents Laws of Exponents
Scientific Notation February 26, 2014 Pages
Vocabulary, Missing Exponents Negative and Zero Rules
5.1 Monomials Monomial Standard Notation Scientific Notation.
Bell Problem Simplify 13, Use Properties of Exponents Standards: 1.Understand ways of representing numbers 2. Understand how operations are.
PROPERTIES OF EXPONENTS. PRODUCT OF POWERS PROPERTY.
Evaluate numerical expressions
Operations with Fractions
7.4 DIVISION PROPERTIES OF EXPONENTS Algebra 7.4.
Goal: Add and subtract rational expressions. Eligible Content: A ADDING AND SUBTRACTING RATIONAL EXPRESSIONS.
Warm-up 1. Add these fractions. 2/3 + 4/5 + 6/7 = 2.Find a common denominator for these two fractions: 7/2x – 5/3x = 22/3 3.Factor Completely. x 2 + 7x.
Algebra 8.4 Scientific Notation.
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