1
Intro to Calculus, Change at an Instant, Limits - AP Calculus AB/BC
1:12
2
Definition of a Limit, Limit Notation - AP Calculus AB/BC
0:47
3
Estimating Limits From Graphs - AP Calculus AB/BC
1:24
4
Estimating Limits from Tables - AP Calculus AB/BC
1:04
5
Determine Limits using their Algebraic Properties - AP Calculus AB/BC
1:36
6
Determine Limits using Algebraic Manipulation - AP Calculus AB/BC
1:45
7
Selecting Procedures to Evaluate Limits, Tables, Graphs, Algebra - AP Calculus AB/BC
11:04
8
Determine Limits using the Squeeze Theorem - AP Calculus AB/BC
3:12
9
Connecting Multiple Representations of Limits - AP Calculus AB/BC
12:41
Types of Discontinuities, Removable, Jump, Essential - AP Calculus AB/BC
2:08
11
Types of Discontinuities, Removable, Essential, Jump, Examples - AP Calculus AB/BC
2:20
12
Defining Continuity at a Point - AP Calculus AB/BC
0:48
13
Defining Continuity at a Point, Examples - AP Calculus AB/BC
3:07
14
Confirming Continuity over an Interval - AP Calculus AB/BC
1:10
15
Confirming Continuity over an Interval, Examples - AP Calculus AB/BC
2:57
16
Removing Discontinuities - AP Calculus AB/BC
1:26
17
Removing Discontinuities, Examples - AP Calculus AB/BC
5:10
18
Connecting Infinite Limits and Vertical Asymptotes - AP Calculus AB/BC
0:53
19
Connecting Infinite Limits and Vertical Asymptotes, Example - AP Calculus AB/BC
1:32
20
Connecting Limits at Infinity and Horizontal Asymptotes - AP Calculus AB/BC
0:54
21
Relative Magnitudes of Functions, Horizontal Asymptotes, Limits - AP Calculus AB/BC
1:20
22
Connecting Limits at Infinity and Horizontal Asymptotes, Examples - AP Calculus AB/BC
1:31
23
Intermediate Value Theorem - AP Calculus AB/BC
1:03
24
Intermediate Value Theorem, Examples - AP Calculus AB/BC
3:40
25
Average and Instantaneous Rates of Change at a Point - AP Calculus AB/BC
1:28
26
Defining the Derivative, using Derivative Notation - AP Calculus AB/BC
1:10
27
Defining the Derivative, sqrt(x), 2^x, Examples - AP Calculus AB/BC
2:04
28
Representation of the Derivative - AP Calculus AB/BC
1:53
29
Estimating the Derivative of a Function at a Point, using Tables and Graphs - AP Calculus AB/BC
1:13
30
Estimating the Derivative of a Function at a Point, using Technology - AP Calculus AB/BC
0:47
31
Connecting Differentiability and Continuity - AP Calculus AB/BC
2:03
32
Connecting Differentiability and Continuity, Example - AP Calculus AB/BC
1:41
33
Applying the Power Rule - AP Calculus AB/BC
1:14
34
Derivative Rules, Constant, Sum, Difference and Constant Multiple - AP Calculus AB/BC
1:32
35
Derivative Rules, Example - AP Calculus AB/BC
0:51
36
Derivatives of Elementary Functions, cos(x), sin(x), e^x, ln(x) - AP Calculus AB/BC
4:47
37
The Product Rule, Differentiation - AP Calculus AB/BC
1:30
38
The Product Rule, Differentiation, Examples - AP Calculus AB/BC
2:42
39
The Quotient Rule, Differentiation, Mnemonic - AP Calculus AB/BC
0:44
40
Quotient Rule, Differentiation, Examples - AP Calculus AB/BC
1:48
41
Derivatives of tan(x), cot(x), sec(x) and cosec(x) - AP Calculus AB/BC
3:29
42
Derivatives of Trig Functions, Examples - AP Calculus AB/BC
3:55
43
Chain Rule, Composite Functions - AP Calculus AB/BC
1:30
44
Chain Rule, Differentiation, Examples - AP Calculus AB/BC
3:07
45
Implicit Differentiation, Chain Rule - AP Calculus AB/BC
1:07
46
Implicit Differentiation, Examples - AP Calculus AB/BC
3:53
47
Inverse Functions, Differentiation, Bijective - AP Calculus AB/BC
1:33
48
Inverse Functions, Differentiation, Examples - AP Calculus AB/BC
3:48
49
Inverse Trig Functions, Differentiation - AP Calculus AB/BC
1:20
50
Inverse Trig Functions, Differentiation, Examples - AP Calculus AB/BC
6:42
51
Inverse Trig Functions, Differentiation, Summary - AP Calculus AB/BC
0:55
52
Selecting Procedures to Calculate Derivatives, Examples - AP Calculus AB/BC
11:24
53
Higher-Order Derivatives, Second Derivative - AP Calculus AB/BC
1:07
54
Second Derivative, Examples - AP Calculus AB/BC
4:09
55
Logarithmic Differentiation, log_a[u(x)] (BONUS) - AP Calculus AB/BC
1:05
56
Logarithmic Differentiation, a^[u(x)] (BONUS) - AP Calculus AB/BC
1:02
57
Logarithmic Differentiation, Quotient Rule (BONUS) - AP Calculus AB/BC
0:58
58
Logarithmic Differentiation, Examples (BONUS) - AP Calculus AB/BC
3:10
59
Interpreting the Meaning of the Derivative in Context - AP Calculus AB/BC
1:08
60
Interpreting the Meaning of the Derivative in Context, Example - AP Calculus AB/BC
0:59
61
Straight Line Motion, Position, Displacement Vs Distance - AP Calculus AB/BC
2:13
62
Straight Line Motion, Average Vs Instantaneous Velocity, Speed - AP Calculus AB/BC
1:41
63
Straight Line Motion, Average and Instantaneous Acceleration - AP Calculus AB/BC
1:31
64
Straight Line Motion, Connecting Position, Velocity and Acceleration - AP Calculus AB/BC
1:24
65
Straight Line Motion, Derivative, Worked Examples - AP Calculus AB/BC
10:02
66
Rates of Change in Applied Contexts, other than Motion, Examples - AP Calculus AB/BC
2:26
67
Introduction to Related Rates - AP Calculus AB/BC
1:40
68
Solving Related Rates Problems, Cylinder, Ladder, Cone, Examples - AP Calculus AB/BC
3:33
69
Approximating Values of a Function, Local Linearity - AP Calculus AB/BC
1:13
70
Local Linearity, Error Approximation - AP Calculus AB/BC
1:06
71
Local Linearity, Error Approximation, Examples - AP Calculus AB/BC
4:15
72
L'Hopital's Rule - Calculus
1:56
73
L'Hopital's Rule - Calculus
2:28
74
L'Hopital's Rule - Calculus
8:50
75
Mean Value Theorem, Derivatives - Calculus
1:02

Types of Discontinuities, Removable, Jump, Essential - AP Calculus AB/BC

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5 months ago
3

This AP Calculus AB/BC video explains the different types of discontinuities in a funtion at a given x value: removable, removable (point), jump and essential (asymptote).

This video is part of Unit 1 of AP Calculus AB/BC on Limits and Continuity.

You can contact me through the comments and community section, or email me at drofeng@gmail.com for questions.

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