Week 1: October 1st: Functions, Limits and Continuity October 3rd: Differentiation toolbox
Week 2: October 8th: Rigorous limits October 10th: Radians, Sandwich Theorem, and the derivatives of trigonometric functions
Week 3: October 15th: Composite functions and the chain ruke October 17th: Examples class 1
Week 4: October 24th: Rolle's Theorem, MeanValue Theorem October 29th: Applications: Related rates, orthogonal trajectories, power rule
Week 5: October 31st: Extrema November 5th: Curve sketching
Week 6: November 7th: Examples class 2 November 12th: Definite integrals
Week 7: November 14th: Fundamental Theorems of Calculus November 19th: Logarithms
Week 8: November 21st: Exponentials November 26th: Indeterminate forms and L'Hopital
Week 9: November 28th: Inverse functions, inverse trigonometric functions December 3rd: Example class 3
Week 10: December 5th: Midterm (inclass examination) [there may be schedule changes due to class progress] December 10th: Integration substitutions
Week 11: December 12th: Partial Fractions December 17th: Integration by parts
Week 12: December 19th: Infinite series I January 7th: Infinite series II
Week 13: January 9th: Improper integrals January 14th: Examples class 4
Week 14: January 16th: Taylor polynomials January 21st: Power series
Week 15: January 23rd: Taylor series January 28th: Inclass examination (final) and review
