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Davidson Academy Online @UC_3uG8CAMpA0rsTFN8XjZwg@youtube.com

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Davidson Academy Online is the first fully online school for


01:05:11
Davidson Academy Online Admissions Info Session
05:22
Davidson Explore: Is Your Child Ready for Online Learning?
06:53
Davidson Academy Online - Technology
16:19
Davidson Academy Online - Student Services
09:50
Davidson Academy Online - General FAQ
08:42
Davidson Academy Online - Assessment
09:30
Davidson Academy Online - Curriculum
09:30
Davidson Academy Online - Curriculum
07:49
Davidson Academy Online - Technology
07:45
Davidson Academy Online - Student Services
08:50
Davidson Academy Online - General FAQ
08:49
Davidson Academy Online - Assessment FAQ
43:43
Full Chapter 4 Video
19:00
Lagrange Error Bounds
26:53
Taylor and Maclaurin Series (11.10)
37:31
Representing Functions as Power Series (11.9)
29:26
Power Series (11.8)
22:11
Absolute Convergence and the Ratio and Toot Tests (11.6)
22:45
Alternating Series (11.5)
27:01
The Integral Test and Comparison Tests (11.3 and 11.4)
29:04
Series (11.2)
29:32
Sequences (11.1)
13:42
Volumes by Cylindrical Shells (6.3)
50:45
Volumes of Solids (6.2)
32:44
Calculus of Polar Coordinates (10.4)
13:14
Polar Coordinates (10.3)
12:52
Calculus of Parametric Curves (10.2)
09:27
Models for Population Growth (9.4)
15:42
Separable Differential Equations (9.3)
24:15
Slope Fields and Euler's Method (9.2)
09:24
Modeling with Differential Equations (9.1)
14:20
Arclength of Curves (8.1 and 10.2)
22:46
Parametric Curves (10.1)
32:27
Work (6.4)
05:20
Integration with Calculator (7.6)
18:26
Integration by Parts (7.1)
23:12
Improper Integrals (7.8)
43:53
Numerical or Approximate Integration (7.7)
24:46
Integration with Partial Fractions (7.4)
20:36
Trigonometric Substitution (7.3)
18:56
Trigonometric Integration (7.2)
22:20
L'Hospital's Rule (4.4)
19:03
Linnear Approximations and Differentials (3.10)
23:22
Derivatives in the Natural and Social Sciences (3.7)
16:28
Areas and Distances (5.1)
25:32
Fundamental Theorem of Calculus (5.3)
40:22
The Definite Integral (5.2)
18:38
Derivatives of Logarithmic Functions (3.6)
17:12
Review of Logarithmic and Inverse Functions (1.6)
34:05
Optimization (4.7)
25:16
Summary of Curve Sketching (4.5)
32:26
Derivatives and Shapes of Graphs (4.3)
34:52
Max and Min Values (4.1)
25:18
Marginal Functions in Economics
20:30
Related Rates (3.9)
22:33
Implicit Differentiation (3.5)
28:42
Chain Rule (3.4)
20:26
Product and Quotient Rule (3.2)
23:16
Dervatives of Polynomials and Exponential Functions (3.1)
26:32
Derivatives as Functions (2.8)