Review of the Fundamental Theorem. Methods of integration. Further applications of the integral. Improper integrals. Linear and separable differential equations and applications. Vector (parametric) curves in R2. Convergence of sequences and series. Tests for convergence. Functions defined as power series. Taylor polynomials, Taylor’s Theorem, and polynomial approximation. Taylor series. Suitable topics are illustrated using computer software. [Note: Offered at St. Jerome’s University in the Winter term. Offered: F,W,S] Prereq: MATH 127 with a grade of at least 70% or MATH 137 with a grade of at least 60% or MATH 147; Honours Mathematics or Mathematics/ELAS or Mathematical Physics students only. Antireq: MATH 118, 119, 128, 148Also offered at St. Jerome’s University
