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무료 수업 33:26
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0.1.2 Finding zeroes/ Roots of a function16:42
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0.2.1 Definition of exponentials and Exponential Laws19:06
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0.2.2 Definition of logarithms and logarithm laws18:25
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무료 수업 11:26
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1.1.2 Estimating limits from graphs15:07
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1.1.3 Algebraic prperties of limits and manipulation of limits to determine the limit21:53
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1.1.4 The Squeeze Theorem05:48
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1.2.1 Definition of Continuity at a point10:32
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1.2.2 Types of Discontinuities12:37
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1.2.3 Confirming Continuity over an Interval12:52
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1.2.4 Removing Discontinuities15:59
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1.2.5 Connecting Infinite Limits and Vertical/Horizontal Asymptotes15:25
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1.2.6 Working with the Intermediate Value Theorem (IVT)10:30
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무료 수업 14:24
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2.1.2 Defintion of differentiation (Fundamental Theorem of Calculus)24:32
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2.2.1 Basic differentiation laws - how to differentiate various types of functions? (ft. power rule, constant, sum/difference, constant, trigonomtry,exponentials, logarithms, product rule, quotient rule)19:14
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2.2.2 The meaning of the derivative at a specific point20:41
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무료 수업 08:56
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3.1.2 The chain rule - why we do NOT need the chain rule?13:06
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3.1.3 Implicit Differentiation19:04
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3.3.1 Calculating Higher Order Derivatives13:44
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3.3.2 Selecting Procedures for Calculating Derivatives15:13
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무료 수업 22:54
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4.1.2 Straigt-Line Motion: Connecting Position, Velocity, and Acceleration16:11
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4.1.3 Rate of Change in Applied Contexts Other than Motion10:02
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무료 수업 05:40
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5.1.2 Extreme Value Theorem, Global Versus Local Extrema, and Critical Points18:00
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5.1.3 Increasing/Decreasing Functions: Determining Intervals on Which a Function is Increasing or Decreasing11:15
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5.1.4 First Derivative Test: Using the First Derivative Test to Determine Local Extrema08:05
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5.1.5 Global Extrema: Using the candidates to determine global extrema06:34
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5.2.1 Concavity: Determining Concavity of Functions over Their Domains09:09
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5.2.2 Local Extrema: Determining the local extrema using the second derivative07:16
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5.3.1 Sketching Graphs of Functions08:06
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5.3.2 Connecting a Function, Its First Derivative, and Its Second Derivative07:55
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5.4.1 Optimization Problems13:10
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5.4.2 Exploring Behaviors of Implicit Relations07:00
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무료 수업 07:52
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6.1.2 Riemann Sums: Approximating Areas with Riemann Sums, Summation Notation, and Definite Integral Notation31:21
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6.2.1 The Fundamental Theorem of Calculus05:41
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6.2.2 Interpreting the Behaviors of Integrals10:54
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6.2.3 Properties of Definite Integrals09:15
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6.3.1 Finding Antiderivatives and Indefinite Integrals: Basic Rules and Notation20:42
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6.3.2 Integration by Substitution10:21
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6.3.3 Integration by Parts12:14
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6.3.4 Using Linear Partial Fractions13:46
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6.3.5 Evaluating Improper Integrals04:34
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6.3.6 Selecting Techniques for Antidifferentiation05:31
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무료 수업 15:13
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7.1.2 Verifying Solutions for Differential Equations09:55
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7.3.1 Approximating Solutions Using Euler's Method16:51
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7.3.2 Separation of Variables - General Solution and Particular Solution14:46
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7.3.3 Exponential Growth and Decay - Exponential models with Differential Equations27:17
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7.3.4 Logistics Models with Differential Equations14:29
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무료 수업 07:12
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8.1.2 Connecting Position, Velocity, and Acceleration of functions Using Integrals07:46
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8.2.1 Finding the Area Between Curves Expressed as Functions of x06:53
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8.2.2 Finding the Area Between Curves Expressed as Functions of y06:46
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8.2.3 Finding the Area Between Curves that Intersect at More than Two Points07:06
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8.3.1 Volumes with Cross Sections : Squares and Rectangles08:11
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8.3.2 Volumes with Cross Sections : Triangles and Semicircles08:54
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8.4.1 Volumes with Revolution - Disc Method10:15
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8.4.2 Volumes with Revolution - Washer Method06:52
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8.4.3 The Arc Length of a Curve05:45
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