........
.........
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
Return to
Course Homepage