'Matrix equations' diaporamas de présentation

Chapter 4

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Warm-Up

Warm-Up. Find the x, y and z intercepts: a) Solve this 2-D system by Graphing on your calculator. Solving Systems of Equations. Learning Targets. Refresher on solving systems of equations Matrices Operations Uses Reduced Row Echelon Form. Solving Systems of Equations.

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Monday

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(4-2) Adding and Subtracting Matrices

(4-2) Adding and Subtracting Matrices. Objectives: To Add and subtract Matrices To solve certain Matrix equations. Warm-Up: Simplify the elements of each matrix. You can perform Matrix Addition on matrices with equal dimensions by adding their corresponding elements.

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MAT 1234 Calculus I

MAT 1234 Calculus I. 9.6 Inverses of Matrices. http://myhome.spu.edu/lauw. HW. WebAssign 9.6 Wednesday/Monday Quiz: 9.4, 9.5, 9.6. Recall (9.4). Introduce Elementary Row Operations Gauss-Jordan Eliminations. Recall (9.5). Preview. The definition of the Inverse of a matrix.

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MANOVA - Equations

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Determinants

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Learning Objectives for Section 4.6

Learning Objectives for Section 4.6 . Matrix Equations and Systems of Linear Equations. The student will be able to formulate matrix equations. The student will be able to use matrix equations to solve linear systems. The student will be able to solve applications using matrix equations. .

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MATRICES

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Matrix-Matrix Multiplication

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2.5 Determinants and Multiplicative Inverses of Matrices

2.5 Determinants and Multiplicative Inverses of Matrices. Objectives: Evaluate determinants. Find inverses of matrices. Solve systems of equations by using inverses of matrices. Page 98. 2 nd Order Determinant. Example 1 Find the value of. = 3(9) - 2(5) or 17. 3 rd Order Determinant.

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Introduction to the SIESTA method

SUMMER SCHOOL ON COMPUTATIONAL MATERIALS SCIENCE University of Illinois at Urbana-Champaign, June 13-23, 2005 . Introduction to the SIESTA method. Some technicalities. Born-Oppenheimer DFT Pseudopotentials Numerical atomic orbitals Numerical evaluation of matrix elements.

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4.4 Solving Systems With Matrix Equations

4.4 Solving Systems With Matrix Equations. Objective: Use matrices to solve systems of linear equations in mathematical and real-world situations. Standard: 2.8.11.1. Use matrices to organize and manipulate data. Solving a matrix equation of the form AX = B, where

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Solving systems using matrices

Solving systems using matrices. 4.6: Matrix equations 4.7: Augmented matrices. Solving systems using matrices. Matrix equation. Augmented matrix. constants. constants. Coefficients. Coefficients. Variables. Matrix Equations.

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4.4 Solving Systems With Matrix Equations

4.4 Solving Systems With Matrix Equations. Objective: Use matrices to solve systems of linear equations in mathematical and real-world situations. Standard: 2.8.11.1. Use matrices to organize and manipulate data. Solving a matrix equation of the form AX = B, where

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4.5 Solving Systems using Matrix Equations and Inverses

4.5 Solving Systems using Matrix Equations and Inverses. Matrix Equation. A linear system can be written as a matrix equation AX=B. Constant matrix. Coefficient matrix. Variable matrix. Ex. 1 Write as a matrix equation. Solving Matrix Equations. Suppose ax = b How do you solve for x?.

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Useful Excel Tips

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