Hunter College Math 101

 Module 0: Prerequisite Material

• (0.1) – Fractions Review
• (0.2) – Real Numbers Review
• (0.3) – Order of Operations Review
• (0.4) – Percent Review
• (0.5) – Algebraic Expressions Review

Module 1: Algebraic Expressions, Linear Equations and Mathematical Models

• (1.1) – Interval and Set-Builder Notation
• (1.2) – Absolute Value
• (1.3) – Coordinate Plane and Graphing Equations
• (1.4) – Solving Linear Equations
• (1.5) – Applications of Linear Equations

Module 2: Exponents

• (2.1) – Exponent Rules
• (2.2) – Scientific Notation

Module 3: Functions and Function Notation

• (3.1) – Functions and their Notation
• (3.2) – Graphs of Functions
• (3.3) – Domain and Range
• (3.4) – Algebra of Functions

Module 4: Linear Functions

• (4.1) – Characteristics of Linear Functions and their Graphs
• (4.2) – Equations of Linear Functions
• (4.3) – Parallel and Perpendicular Lines

Module 5: Systems of Linear Equations

• (5.1) – Linear Systems in Two Variables
• (5.2) – Applications of Systems of Linear Equations

Module 6: Inequalities

• (6.1) – Linear Inequalities in One Variable
• (6.2) – Compound Inequalities
• (6.3) – Equations and Inequalities with Absolute Value
• (6.4) – Linear Inequalities and Systems of Linear Inequalities in Two Variables

Module 7: Polynomials and Polynomial Functions

• (7.1) – Algebraic Operations on Polynomials
• (7.2) – Polynomial Functions
• (7.3) – Factoring Trinomials
• (7.4) – Factoring Special Cases
• (7.5) – Polynomial Equations and Applications

Module 8: Rational Expressions, Functions, and Equations

• (8.1) – Rational Expressions and Functions
• (8.2) – Operations on Rational Expressions
• (8.3) – Division of Polynomials
• (8.4) – Rational Equations
• (8.5) – Applications of Rational Equations
• (8.6) – Variation

Module 9: Radical Functions and Rational Exponents

• (9.1) – Introduction to Roots
• (9.2) – Radical Expressions and Rational Exponents
• (9.3) – Radical Functions
• (9.4) – Algebraic Operations with Radical Expressions
• (9.5) – Radical Equations
• (9.6) – Imaginary and Complex Numbers

Module 10: Quadratic Equations and Functions

• (10.1) – Quadratic Equations
• (10.2) – Quadratic Functions and their Graphs
• (10.3) – Applications of Quadratic Functions

Module 11: Graphing Techniques

• (11.1) – Toolkit Functions
• (11.2) – Transformations of Functions
• (11.3) – Piecewise Functions

Module 12: Exponential and Logarithmic Functions

• (12.1) – Exponential Functions
• (12.2) – Composite and Inverse Functions
• (12.3) – Logarithmic Functions

Module 13: Additional Material

• (13.1) – Distance Formula, Midpoint Formula, Circles