Click on the link below for resources for each lecture

Lecture 2 The Natural Logarithm

Lecture 3 The Natural Exponential Function

Lecture 4 General Logarithms and Exponentials

Lecture 5 Exponential Growth and decay

Lecture 6 Inverse Trigonometric Functions

Lecture 7, Indeterminate Forms

Lecture 8, Integration by Parts

Lecture 9, Trigonometric Integrals

Lecture 10: Trigonometric substitution

Lectures 11 and 12: Partial Fractions and Rationalizing Substitutions

Lecture 13: Strategy for Integration

Lecture 14: Approximating and Integral

Lecture 15: Improper Integrals

Lecture 17: Direction Fields and Euler's Method

Lecture 18 Separable Differential Equations

Lecture 19: First Order linear Differential Equations

Lecture 20 (Lecture A) Sequences

Lectures 22/23 (Lecture C) Power Series

Lecture 24 (Lecture D) Absolute/Cond. convergence Ratio/Root tests

Lecture 25 (Lecture E) ROC from Ratio Test, PS for Exp(x)

Lecture 28 (Lecture G) Alternating Series and applications to PS

Lecture 29 (Lecture H) Taylor Polynomials and the error of estimation

Lectures 30/31 (Lecture I) Intergral and comparison tests, applications to P.S.

Lecture 32 (Lecture J)Strategy for testing Series

Lecture 33: Parametric Equations

Lecture 34: Calculus with Parametric Equations

Lecture 35: Polar Co-Ordinates

Lecture 36: Areas and Lengths in Polar Co-ordinates