# Reading Pie Charts Introduction to Bar Graphs Reading Bar Graphs Introduction to Data in Tables Reading Data in Tables

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### Math

PLATO Tutorials: Mathematics MATH 120 – College Mathematics

1. Data Skills

Introduction to Bar Graphs Reading Bar Graphs

Introduction to Data in Tables Reading Data in Tables

o Computing Graphical Data

Graphing and Charting Tables

Using Bar Graphs Using Pie Charts Using Histograms

o Reading Complex Charts and Graphs

o Constructing Graphs and Charts

Constructing Pie Charts Constructing Bar Graphs Constructing Histograms 2. Algebra 1, Part 1

o Special Topics

Mean, Median, and Mode

Probability and Possible Outcomes Probability of an Event

o Equations and Formulas

Literal Equations

Adapting and Using Formulas 3. Algebra 2, Part 1

o Probability

Chance Experiments and Probability Determining the Probability of an Event Multiplication Principle of Counting Review: Probability

4. Algebra 1, Part 2

o Sets and Numbers

Basic Set Concepts: Elements in a Set Basic Set Concepts: Finite or Infinite Basic Set Concepts: Subsets

Basic Set Concepts: Roster and Set-builder Forms Union of Two Sets

Intersection of Two Sets

o Polynomials and Factoring

Value of a Polynomial Polynomial Sum Polynomial Difference

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Product of a Monomial and Polynomial Simplifying Polynomial Expressions Product of Polynomials

Quotient of a Monomial and Polynomial

o Equations and Inequalities

Simple Equations bin 1 Variable: Isolating the Variable More Difficult Linear Equations in 1 Variable

Solving Problems with Linear Equation in 1 Variable Linear Inequalities in 1 Variable, Part 1

Linear Inequalities in 1 Variable, Part 2 Linear Inequalities in 1 Variable, Part 3 Quadratic Formula

5. Trigonometry

o Trigonometric Functions

Right Angle Trigonometry MATH 320 – Introduction to Statistics

1. Data Skills

Introduction to Bar Graphs Reading Bar Graphs

Introduction to Data in Tables Reading Data in Tables

o Computing Graphical Data

Graphing and Charting Tables

Using Bar Graphs Using Pie Charts Using Histograms

o Reading Complex Charts and Graphs

o Constructing Graphs and Charts

Constructing Pie Charts Constructing Bar Graphs Constructing Histograms 2. Algebra 1, Part 1

o Special Topics

Mean, Median, and Mode

Probability and Possible Outcomes Probability of an Event

3. Algebra 2, Part 1

o Probability

Chance Experiments and Probability Determining the Probability of an Event Multiplication Principle of Counting Review: Probability

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1. Algebra 1, Part 2 (New)

o Polynomials and Factoring

Product of Polynomials

Quotient of a Monomial and Polynomial Quotient of a Binomial and Polynomial Greatest Common Factor of Monomials Monomial Factors of Polynomials Binomial Factors of Polynomials, Part 1 Binomial Factors of Polynomials, Part 2 Factoring the Difference of 2 Squares Factoring Perfect Square Trinomials Factoring Trinomials, Part 1

Factoring Trinomials, Part 2

o Equations and Inequalities

Simple Equations in 1 Variable: Isolating the Variable More Difficult Linear Equations in 1 Variable

Linear Inequalities in 1 Variable, Part 1 Linear Inequalities in 1 Variable, Part 2 Linear Inequalities in 1 Variable, Part 3

Solving Quadratic Equations by Factoring, Part 1 Solving Quadratic Equations by Factoring, Part 2 Solving Quadratic Equations by Factoring, Part 3 Quadratic Formula

2. Algebra 2, Part 1

o Rational Expressions

Evaluating Rational Expressions Restrictions on Rational Expressions Equivalent Forms of Rational Expressions Simplifying Rational Expressions

Sum of Rational Expressions, Part 1 Difference of Rational Expressions, Part 1 Product of Rational Expressions

Quotient of Rational Expressions

Common Denominators of Rational Expressions Sum of Rational Expressions, Part 2

Difference of Rational Expressions, Part 2

o Graphs and Linear Equations

The Coordinate Plane Graphing Ordered Pairs

Solutions of Linear Equations as Ordered Pairs Graphing a Linear Equation in 2 Variables Graphing a Linear Inequality in 2 Variables Slope of a Line from 2 Points

The y-Intercept of a Line

Using the Slope and y-Intercept to Graph a Line Finding the Slope and y-Intercept from an Equation Writing Equations in Slope-Intercept Form

Identifying Graphs from Their Equations 3. Algebra 2, Part 2

o Numbers and Their Properties

Rationalizing the Denominator in Rational Expressions Applying Rules for Exponents and Radicals

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Simplifying Algebraic Expressions Multiplying Algebraic Expressions Factoring Algebraic Expressions

Factoring or Using the Quadratic Formula Rational Expressions: Simplify

Rational Expressions: Add and Subtract Rational Expressions: Multiply and Divide

o Coordinates and Curves

Calculating the Slope of a Line

Point-Slope and Slope-Intercept Forms of Equations

o Functions and Their Graphs

Defining a Function with Its Rule

Finding Values of a Function Using Its Rule Equations and Graphs of Functions, Part 1 Equations and Graphs of Functions, Part 2 Translations and Transformations

Functional Values Composite Functions

Domain Values of Composite Functions Inverse of a Function

Determining if a Function Has an Inverse Solving Problems with Linear Functions Solving Problems with Quadratic Functions

o Exponential and Logarithmic Functions

Properties of Exponential Functions Properties of Logarithmic Functions Recognizing Graphs of Types of Functions Solving Problems: Exponential and Logarithmic Exponential Growth

Exponential Decay MATH 312 – Finite Mathematics

1. Algebra 2, Part 1

o Linear Systems of Equations and Inequalities

Solving Linear Systems of Equations: Graphs Classifying Linear Systems

Solving Linear Systems of Inequalities: Graphs Solving Linear Systems of Equations: Substitution Solving Linear Systems of Equations: Addition Solving Linear Systems of Equations: Matrices 1 Solving Linear Systems of Equations:

Matrices 2

Solving Problems with Linear Systems Review: Linear Systems

o Probability

Chance Experiments and Probability Determining the Probability of an Event Multiplication Principle of Counting Review: Probability

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MATH 410 - Calculus 1. Calculus 1

o Limits I

Introduction to Limits - Tutorial Introduction to Limits - Exercises

Limits of Rational and Transcendental Functions - Tutorial Limits of Rational and Transcendental Functions - Exercises Limits at Infinity - Tutorial

Limits at Infinity - Exercises

o Limits II

Definition and Proofs of Limits - Tutorial Definition and Proofs of Limits - Exercises Use of Limit Theorems - Tutorial

Use of Limit Theorems - Exercises Continuity - Tutorial

Continuity - Exercises

o The Derivative

Derivative: Approximating Rates and Definition - Tutorial Derivative: Approximating Rates and Definition - Exercises Derivative: Instantaneous Rates - Tutorial

Derivative: Instantaneous Rates - Exercises.

o Techniques of Differentiation

Differentiation of Polynomials and Rational Functions - Tutorial

Differentiation of Polynomials and Rational Functions - Exercises

Uses of the First Derivative - Tutorial Uses of the First Derivative - Exercises The Second Derivative - Tutorial The Second Derivative - Exercises

o Chain Rule and Related Rates

Derivatives of Composite Functions - Tutorial Derivatives of Composite Functions - Exercises More on the Chain Rule - Tutorial

More on the Chain Rule - Exercises Implicit Differentiation - Tutorial Implicit Differentiation - Exercises Related Rates - Tutorial

Related Rates - Exercises

o Tangent Line Approximations and Differentials

Tangent Line Approximation - Tutorial Tangent Line Approximation - Exercises Differentials at a Point - Tutorial

Differentials at a Point - Exercises

o Applications of the First Derivative

The Behavior of a Function as Related to the Sign of the Derivative - Tutorial

The Behavior of a Function as Related to the Sign of the Derivative - Exercises

Finding Maxima and Minima of Functions - Tutorial Finding Maxima and Minima of Functions - Exercises

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Concavity and the Second Derivative Test - Tutorial Concavity and the Second Derivative Test - Exercises Graphing Rational Functions - Tutorial

Graphing Rational Functions - Exercises Narrative Max-Min Problems - Tutorial Narrative Max-Min Problems - Exercises

o General Properties of Continuous and Differentiable Functions

Basic Theorems - Tutorial Basic Theorems - Exercises

o The Indefinite Integral

The Indefinite Integral: Physical and Geometrical Interpretation of the Antiderivative - Tutorial The Indefinite Integral: Physical and Geometrical

Interpretation of the Antiderivative – Exercises Integration by Substitution – Tutorial Integration by

Substitution -Exercises.

o The Definite Integral

Introduction to the Definite Integral: Approximations and Areas - Tutorial

Introduction to the Definite Integral: Approximations and Areas - Exercises

Introduction to the Definite Integral: Definition and Applications - Tutorial

Introduction to the Definite Integral: Definition and Applications - Exercises

o The Fundamental Theorem

The Fundamental Theorem of Calculus - Tutorial The Fundamental Theorem of Calculus - Exercises

Derivatives of Integrals with Functions as Limits - Tutorial Derivatives of Integrals with Functions as Limits - Exercises

o Geometrical Applications of the Definite Integral

Area Between Curves - Tutorial Area Between Curves - Exercises