Development of the definite integral, techniques of integration, and applications of the definite integral. Modeling with differential equations. Taylor polynomials and non-Cartesian coordinate systems in two dimensions. Students who have successfully completed a first course in calculus that focused on derivatives should consider this as an appropriate next course. Meets the Critical Perspectives: Scientific Investigation of the Natural World requirement. Meets the Critical Perspectives: Quantitative Reasoning requirement. Meets the Critical Learning: FRL requirement.

Prerequisite: Mathematics 125 or Mathematics 126.

Degree requirement — Critical Learning: FRL, Critical Perspectives: I, Critical Perspectives: Q

1 unit — Agbanusi, McDougall, Price, Siddoway

Offerings

Term	Block	Title	Instructor	Location	Student Limit/Available	Updated
Fall 2024	Block 1	Calculus 2	Molly Moran	Armstrong Hall 259A	25 / 9	07/20/2025
Fall 2024	Block 3	Calculus 2	Jane McDougall	Tutt Science Building 218	25 / 15	07/20/2025
Fall 2024	Block 4	Calculus 2	Mike Siddoway	Tutt Science Building 223	25 / 1	07/20/2025
Spring 2025	Block 5	Calculus 2	Ike Agbanusi	Tutt Science Building 101	25 / 4	07/20/2025
Spring 2025	Block 6	Calculus 2	Mike Siddoway	Tutt Science Building 101	25 / 1	07/20/2025
Spring 2025	Block 7	Calculus 2	Ike Agbanusi	Palmer Hall 126	25 / 9	07/20/2025
Fall 2025	Block 3	Calculus 2	Ike Agbanusi	TBA	25 / 21	07/20/2025
Fall 2025	Block 4	Calculus 2	Mike Siddoway	TBA	25 / 10	07/20/2025
Fall 2025	Block 4	Calculus 2	Eddie Price	TBA	15 / 2	07/20/2025
Spring 2026	Block 5	Calculus 2	Ike Agbanusi	TBA	25 / 25	07/20/2025
Spring 2026	Block 8	Calculus 2	Jane McDougall	TBA	25 / 25	07/20/2025