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Number & Quantity

Date post: 06-Feb-2016
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Number & Quantity. Review Session. Introduction of Self. 517-303-4574 [email protected] c gschotten.weebly.com. Overview. Diagnostic Assessment & Content Inventory Irrational Math: radicals, imaginary and complex The Matrix: Operations with and vocabulary of Matrices - PowerPoint PPT Presentation
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Number & Quantity Review Session
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Page 1: Number & Quantity

Number & Quantity

Review Session

Page 2: Number & Quantity

[email protected]

Introduction of Self

Page 3: Number & Quantity

Overview

Diagnostic Assessment & Content Inventory

Irrational Math: radicals, imaginary and complex

The Matrix: Operations with and vocabulary of Matrices

Sampling Number & Quantity Questions

Closing Guidance and Questions

Page 4: Number & Quantity

Diagnostic

Structure of Matrices and how to build them

Sums & Differences of Matrices

Products of Matrices

Division of Matrices

Page 5: Number & Quantity
Page 6: Number & Quantity
Page 7: Number & Quantity

Practice

Simplify the sum (or difference) of matrices:

Page 8: Number & Quantity

Practice

Simplify the sum (or difference) of matrices:

Undefined: not possible

Page 9: Number & Quantity

Practice: Variable Matrices

What are the values of x and y?

Page 10: Number & Quantity

Practice: Variable Matrices

What are the values of x and y?

Page 11: Number & Quantity

Scalar Multiplication

Page 12: Number & Quantity

Practice

Simplify the product of matrices:

Page 13: Number & Quantity

Multiplying Matrices

Page 14: Number & Quantity

Practice

Simplify the product of AB for the following matrices

Page 15: Number & Quantity
Page 16: Number & Quantity

Matrix IdentityWrite the Identity Matrix for Matrix A

Page 17: Number & Quantity

Multiply by the Identity Matrix

Page 18: Number & Quantity

Division & Inverse Matrix

Page 19: Number & Quantity

Writing the Inverse Matrix

Page 20: Number & Quantity
Page 21: Number & Quantity

Practice

Page 22: Number & Quantity

Practice

Page 23: Number & Quantity

Division of Matrices

Divide the following matrices

÷

Page 24: Number & Quantity

Practice: Matrix Equations


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