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Derivative Applications: Taylor polynomials - 07. Taylor's Theorem
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APEX Calculus - Sequences and Series
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- 1 Sequences and Series: Sequences - 01. Intro
- 2 Sequences and Series: Sequences - 02. Example: Listing Terms
- 3 Sequences and Series: Sequences - 03. Example: Finding Formulas
- 4 Sequences and Series: Sequences - 04. Limits
- 5 Sequences and Series: Sequences - 05. Example: Limits
- 6 Sequences and Series: Sequences - 06. Limit Properties
- 7 Sequences and Series: Sequences - 07. Example: Limit Properties
- 8 Sequences and Series: Sequences - 08. Bounded Sequences
- 9 Sequences and Series: Sequences - 09. Convergent Sequences are Bounded
- 10 Sequences and Series: Sequences - 10. Monotone Sequences
- 11 Sequences and Series: Sequences - 11. Example: Monotone sequences
- 12 Sequences and Series: Sequences - 12. Example: Limit of a bounded monotone sequence
- 13 Sequences and Series: Introduction to Series - 01. Intro
- 14 Sequences and Series: Introduction to Series - 02. Example: Divergent series
- 15 Sequences and Series: Introduction to Series - 03. Geometric series
- 16 Sequences and Series: Introduction to Series - 04. Example: Geometric series
- 17 Sequences and Series: Introduction to Series - 05. p-Series
- 18 Sequences and Series: Introduction to Series - 06. Telescoping series
- 19 Sequences and Series: Introduction to Series - 07. Example: Telescoping series
- 20 Sequences and Series: Introduction to Series - 08. Example: Evaluate using properties
- 21 Sequences and Series: Integral and Comparison Tests - 01. Integral Test
- 22 Sequences and Series: Integral and Comparison Tests - 02. Example - Integral Test 1
- 23 Sequences and Series: Integral and Comparison Tests - 03. Example - proving the p-Test
- 24 Sequences and Series: Integral and Comparison Tests - 04. Comparison Test
- 25 Sequences and Series: Integral and Comparison Tests - 05. Example - Comparison
- 26 Sequences and Series: Integral and Comparison Tests - 06. Example - Comparison Test 2
- 27 Sequences and Series: Integral and Comparison Tests - 07. Example - Motivating Limit Comparison
- 28 Sequences and Series: Integral and Comparison Tests - 08. Limit Comparison
- 29 Sequences and Series: Integral and Comparison Tests - 09. Example: Limit Comparison 1
- 30 Sequences and Series: Integral and Comparison Tests - 10. Example - Limit Comparison 2
- 31 Sequences and Series: Integral and Comparison Tests - 11. Example: Limit Comparison 3
- 32 Sequences and Series: Ratio and Root Tests - 01. Ratio Test
- 33 Sequences and Series: Ratio and Root Tests - 02. Example
- 34 Sequences and Series: Ratio and Root Tests - 03. Example 2
- 35 Sequences and Series: Ratio and Root Tests - 04. Root Test
- 36 Sequences and Series: Ratio and Root Tests - 05. Examples
- 37 Sequences and Series: Alternating Series - 01. Definition and Theorem
- 38 Sequences and Series: Alternating Series - 02. Examples
- 39 Sequences and Series: Alternating Series - 03. Approximation Theorem
- 40 Sequences and Series: Alternating Series - 04. Example
- 41 Sequences and Series: Alternating Series - 05. Absolute Convergence
- 42 Sequences and Series: Alternating Series - 06. Examples
- 43 Derivative Applications: Taylor polynomials - 01. Intro
- 44 Derivative Applications: Taylor polynomials - 02. Determining Coefficients
- 45 Derivative Applications: Taylor polynomials - 03. Definition
- 46 Derivative Applications: Taylor polynomials - 04. Example
- 47 Derivative Applications: Taylor polynomials - 05. Example
- 48 Derivative Applications: Taylor polynomials - 06. Example
- 49 Derivative Applications: Taylor polynomials - 07. Taylor's Theorem
- 50 Derivative Applications: Taylor polynomials - 08. Error Estimate Example
- 51 Derivative Applications: Taylor polynomials - 09. Example
- 52 Sequences and Series: Power Series - 01. Introduction
- 53 Sequences and Series: Power Series - 02. Examples
- 54 Sequences and Series: Power Series - 03. Radius of Convergence
- 55 Sequences and Series: Power Series - 05. Derivatives and Integrals
- 56 Sequences and Series: Power Series - 04. Example: Radius of Convergence
- 57 Sequences and Series: Power Series - 06. Example
- 58 Sequences and Series: Power Series - 07. Example: Exponential function
- 59 Sequences and Series: Taylor Series - 01. Introduction
- 60 Sequences and Series: Taylor Series - 02. Example: Maclaurin series for cosine
- 61 Sequences and Series: Taylor Series - 03: Example: natural log
- 62 Sequences and Series: Taylor Series - 04. Equality of series and function
- 63 Sequences and Series: Taylor Series - 05. Binomial Series - Introduction
- 64 Sequences and Series: Taylor Series - 06. Binomial Series
- 65 Sequences and Series: Taylor Series - 07. Binomial Series - Convergence and Examples
- 66 Sequences and Series: Taylor Series - 08. Manipulating known series - Intro
- 67 Sequences and Series: Taylor Series - 09. Manipulating known series - Product
- 68 Sequences and Series: Taylor Series - 10. Manipulating known series - Composition
- 69 Sequences and Series: Taylor Series - 11. Integration
- 70 Sequences and Series: Taylor Series - 12. Solving an Initial Value Problem