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Calculus I Videos
2.1 A Tangent Problem
B Velocity Problem
2.2 A, B Limits -graphical
C Limits - Graphical, application
2.3 B Limits - Algebraic
2.4 A epsilon-delta - graphical
B epsilon- delta - analytical
C epsilon -delta - find delta in terms of epsilon
D epsilon - delta - application
2.5 A continuity - graphical
2.6 II c limits at infinity
III limits at infinty - squeeze thm.
IV vertical and horizontal asymptotes
2.7 I a. tangent line - polynomial
I c. tangent line - rational
II (18) tangent line - textbook ex.
2.8 I a. derivative - polynomial
II / III derivative- from a graph
Ch 2
Review		 #1 Graphical Limits
#10 Limit Example-Absolute Value
#12 Limit Example- Radical
#23, 24 Squeeze Theorem
#33 Intermediate Value Theorem
3.1-3.4 II Tangent Line
III Horizontal Tangent Lines
IV Differentiation Rules
V Quotient Rule
VI-IX Trig Derivatives
3.4 I f. (#45) Chain Rule
II (#50) Chain Rule (2)
3.5 I c. Implicit Differentiation
II Tangent Line (Implicitly)
3.6 I c. (#6) Differentiating Logarithms
III c. Logarithmic Differentiation
3.7 #9 Velocity Problem
#15 Rate of Change
#34 Population Dynamics
3.9 #11 Related Rates - Pythagorean Thm.
IV Related Rates Conical Tank

Ch 3
Review

radicals #3 and #4 p 262
Chain Rule 3.4 #50 p 204
Quiz 6 #1 b (implicit) and c (chain rule)
inverse
trig		 #31 p 262
HW7
3.9 -III		 Falling Ladder
HW7
3.9-IV		 Taconite Pile
3.11 I #7 p 259
II #11 p 259
III #24 e p 260
IV #38 p260
4.3 I like #2 p 295
IV, VI like #26 p296
4.4 I B. 0/0 with trig
I G. Inf - Inf
I H. 0^0
4.5 I C. Asymptotes
4.7 II minimize distance
4.2 II Mean Value Theorem
III Speeding Ticket hint
4.9 I Antiderivatives
II Initial Vaue Problems
IV Braking Car
Exam3
Review		 3.10 Linearization and Differentials
4.7 Optimization
4.9 Falling object initial value problem
5.1 Area estimation
 

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