MiLearn Presents Math 436

Section 2.5 - Page 1

Operations on Polynomials

Navigation

Preface

0.0 Welcome Message

Reflection 1

1.1 Properties of Functions

1.2 Increasing and Decreasing Functions

1.3 Signs of a Function

1.4 Transformation of a Plane

1.5 Problems

Reflection 2

2.1 Rational Exponents

2.2 Laws of Exponents

2.3 Operations on Radicals

2.4 Rationalizing Denominators

2.5 Operations on Polynomials

2.6 Problems

Reflection 3

3.1 Common Factor

3.2 Difference of Squares

3.3 Factoring Trinomials

3.4 Completing the Square

3.5 Addition and Subtraction of Rational Expressions

3.6 Multiplication and Division of Rational Expressions

3.7 Problems

Reflection 4

4.1 Vertical and Horizontal Lines

4.2 Linear Function

4.3 Solving Linear Equations

4.4 Quadratic Function

4.5 Forms of the Quadratic Function

4.6 Solving Quadratic Equations

4.7 Problems

Reflection 5

5.1 Angles

5.2 Triangles

5.3 Isometric Figures

5.4 Equivalent Figures

5.5 Problems

Reflection 6

6.1 Comparison Method

6.2 Linear Regression

6.3 Semi-Linear Systems

6.4 Problems

6.5 Substitution Method

6.6 Reduction Method

Reflection 7

7.1 Distance Between Two Points

7.2 Straight Lines

7.3 Forms of the Straight-Line Equation

7.4 Distance Between a Point and a Line

7.5 Problems

Reflection 8

8.1 Basic Statistical Concepts

8.2 Box-and-Whisker-Plot

8.3 Measure of Central Tendancy, Dispersion and Position

Reflection 9

9.1 Similar Figures

9.2 Similar Solids

9.3 Similarity of Triangles

Concepts

Like Terms
Two minomials are like terms if they have identical variables with identical exponents

Operations

Adding or subtracting two polynomials consists of combining like terms

Multiplying or dividing two polynomials consists of combining coefficients and identical variables