MATH 146 - Calculus II (Winter 2026)

Course Information

• Syllabus
• Tentative Schedule
• Trig Cheat Sheet
• Series Cheat Sheet

Lecture Slides

• Lecture #1: Calculus I Review (PDF Version).
• Lecture #2: Review: Riemann Sums, Definite Integrals & the Fundamental Theorem of Calculus (PDF Version).
• Lecture #3: Integration by Substitution & Integration by Parts (PDF Version).
• Lecture #4: Applications of the Integral: Areas & Arc Lengths (PDF Version).
• Lecture #5: Centers of Mass & Volumes of Revolution (PDF Version).
• Lecture #6: Surfaces of Revolution (PDF Version).
• Lecture #7: Techniques of Antidifferentiation: Rational Functions & Partial Fractions (PDF Version).
• Lecture #8: Trigonometric Identities & Trigonometric Integrals (PDF Version).
• Lecture #9: Trigonometric Substitution (PDF Version).
• Lecture #10: Improper Integrals, Limits at Infinity and L’Hopital’s Rule (PDF Version).
• Lecture #11: Sequences & Their Limits (PDF Version).
• Lecture #12: Series & Convergence Tests (PDF Version).
• Lecture #13: More Convergence Tests (PDF Version).
• Lecture #14: Taylor Polynomials (PDF Version).
• Lecture #15: Power Series & Their Properties (PDF Version).
• Lecture #16: Taylor Series and Applications (PDF Version).
• Lecture #17: Seperable Differential Equations (PDF Version).
• Lecture #18: First-Order Linear Equations (PDF Version).
• Lecture #18.5: Applications of First-Order Linear Equations (PDF Version).
• Lecture #19: Series Solutions to Differential Equations (PDF Version).
• Lecture #20: Parametric Equations (PDF Version).
• Lecture #21: Polar Coordinates (PDF Version).
• Lecture #22: Calculus with Polar Coordinates (PDF Version).
• Lecture #23: Numerical Integration (PDF Version).
• Lecture #24: Slope Fields & Euler’s Method (PDF Version).