Review for District Assessment 1 st 9 weeks. Matrices.
De Moivres Theorem Powers of Complex Numbers. De Moivres Theorem We use this theorem to: I.Simplify complex numbers raised to a power. II.Solve certain.
ChemAxon European UGM Visegrad 2008 Sketching and viewing with Marvin Features, tips and tricks Akos Papp.
Java Solutions for Cheminformatics March 2005. About Us Molecule Drawing and Visualization Structure Searching Cartridge Structure Standardization Molecular.
Operations with Radicals Adding or subtracting radicals is very similar to adding & subtracting like terms. BACK.
The Catholic Campaign for Human Development [CCHD] Catholic dollars funding left-wing politics for over forty years.
Objectives Students will learn: Complex Numbers Basic Concepts of Complex Numbers Operations on Complex Numbers.
Copyright © 2013, 2009, 2005 Pearson Education, Inc. 1 1 Equations and Inequalities Copyright © 2013, 2009, 2005 Pearson Education, Inc.
COMPLEX NUMBERS Unit 4Radicals. Complex/Imaginary Numbers WHAT IS? WHY? There is no real number whose square is -25 so we have to use an imaginary number.
4.4 Fractional Exponents and Radicals. Construct Understanding.
7.1 - The French Revolution What class of people belonged to the Second Estate? Nobles.
Pick an identity Work with polynomials Find/Collect like terms Make a trinomial What is the GCF of your binomial? Multiply your terms What is your coefficient?