Click on the link below for resources for each lecture

Lecture 1 Inverse Functions

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 16: Arc Length

Lecture 17: Direction Fields and Euler's Method

Lecture 18 Separable Differential Equations

Lecture 19: First Order linear Differential Equations

Lecture 20: Sequences

Lecture 21: Series

Lectures 22 and 23: The Integral Test and The Comparison Test

Lecture 24: Alternating Series

Lecture 25: Ratio and Root Test

Lecture 26:Strategy Series

lecture 27 Power Series

Lecture 28: Representations of Functions as Power Series

Lecture 29: Taylor and McLaurin Series

Lecture 30: Applications of Taylor series

Lecture 31: Parametric Equations

Lecture 32: Calculus with Parametric Equations

Lecture 33: Polar Co-Ordinates

Lecture 34: Areas and Lengths in Polar Co-ordinates