Brooks Emerick

matH 181 — Calculus

Fall 2026 — Section 050

Course Materials:

• Schedule (updated Aug 18)

• Syllabus (updated Aug 24)

WebWork:

• WeBWork Login

• WeBWork Support

lecture notes:

• Trig Review — Unit Circle

• Chapter 1 — A Function Primer (typed notes)

• Chapter 2 — Limits (typed notes)

• Chapter 3 Part 1 — Differentiation

• Chapter 3 Part 2 — Differentiation

Videos and Desmos:

• Using GeniusScan to Upload Homework to D2L

• Rates of Change

• Brute Force Derivatives at a Point

Worksheets:

• Section 1.1: Prerequisite and Functions (Solutions)

• Section 1.2: Function Repertory (Solutions)

• S.1.3: Transformations of Functions (Solutions)

• S.1.4: Inverse Functions (Solutions)

• S.2.2.P1: Limits all Around the Plane (Solutions)

• S.2.2.P2: Limits all Around the Plane (Solutions)

• S.2.4.P1: Determining Limits of Functions (Solutions)

• S.2.4.P2: Other Important Limits (Solutions)

• S.2.5.P1: Continuity (Solutions)

• S.2.5.P2: Continuity (Solutions)

• S.2.1: Rates of Change (Solutions)

• S.2.6.P1: The Derivative at a Point (Solutions)

• S.2.6.P2: The Derivative Function (Solutions)

• S.3.1: Differential Notation (Solutions)

• S.3.2.P1: Derivatives of Polynomials and Exponentials (Solutions)

• S.3.2.P2: Derivatives of Products and Quotients (Solutions)

• S.3.3: Derivatives of Trig Functions (Solutions)

• S.3.4: Chain Rule (Solutions)

Problem Sets:

• Problem Set I (Solutions)

• Problem Set II (Solutions)

• Problem Set III (Solutions)

• Problem Set IV (Solutions)

Quizzes:

• Quiz 1 — Prerequisites and Function Notation (Solutions)

• Quiz 2 — Limits (Solutions)

• Quiz 3 — Tangent Line Slope (Solutions)

• Quiz 4 — Limit Definition and Differentiation (Solutions)

• Quiz 5 — Derivative Rules and Notation (Solutions)

Exams:

• Exam I (Solutions)