John Adamski, PhD

Fordham Math 1207-R01: Calculus II, fall 2022

Course Documents

Office Hours

Additional Resources


1F 9/2Welcome, 6.6 Inverse Trigonometric Functions
2Tu 9/66.7 Hyperbolic Functions
3F 9/96.8 Indeterminate Forms and l'Hospital's Rule
4Tu 9/137.1 Integration by Parts, 7.2 Trigonometric IntegralsRecitation Notes
5F 9/167.3 Trigonometric Substitution
6Tu 9/207.4 Partial FractionsWritten Homework 1, Solutions
7F 9/237.7 Approximate Integration
8Tu 9/277.8 Improper Integrals
9F 9/30Review
10Tu 10/4Exam 1 (6.6-7.8)Solutions
11F 10/78.1 Arc Length, 8.2 Area of a Surface of Revolution
12Tu 10/118.3 Applications to Physics and Engineering
13F 10/1410.1 Curves Defined by Parametric Equations
14Tu 10/1810.2 Calculus with Paramtric Curves
15F 10/2110.3 Polar Coordinates
16Tu 10/2510.4 Areas and Length in Polar CoordinatesWritten Homework 2, Solutions
17F 10/2810.5 Conic Sections 10.4 continued
18Tu 11/111.1 Sequences
19F 11/411.1 continued
20Tu 11/8ReviewPractice Problems
21F 11/11Exam 2 (8.1-11.2)Solutions
22Tu 11/1511.2 Series
23F 11/1811.3 The Integral Test and Estimates of Sums
24Tu 11/2211.4 The Comparison Tests
25Tu 11/2911.5 Alternating Series, 11.6 Absolute Convergence and the Ratio and Root TestWritten Homework 3, Solutions
26F 12/211.8 Power SeriesSummary of Convergence Tests (flowchart)
27Tu 12/611.9 Representation of Functions as Power Series
28F 12/911.10 Taylor and Maclaurin Series
F 12/16Optional Review Session: 12-2pm, JMH 405 [Recording of Review Session]Practice Problems, Solutions
Tu 12/20Final Exam (all sections listed above up to 11.8): 9:30-11:30am, FMH 312Solutions