The Clark Way
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48:18
14.1 Introduction to Line Integrals
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20:02
7.5.4 Examples of Work - Lifting A Chain or Cable up and Calculating Total Work in Joules or Ft-Lbs
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4:59
7.5.3 Examples of Work Problems Hooke’s Law Applications
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17:05
7.5.1 Introduction to Work
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8:47
7.5.2 Introduction to Hooke’s Law
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11:55
7.7.3 Arc Length For Polar Curves (derived formula and a worked example at end of video)
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17:23
7.7.2 Area In Polar Form Between Two Polar Curves (inside/outside functions)
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17:14
7.7.1 Intro To Area In Polar Form (EX: Calculating Area of a Cardioid)
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26:39
7.4.5 Calculating The Surface Area of Revolution Examples About the X axis and Y axis
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17:41
7.4.4 Deriving Formulas For Surface Area of Revolution (rotating about x or y axis - dx and dy)
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11:54
7.4.3 The Arc Length Function - An Example
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11:35
7.4.2 Calculating The Length of A Curve Given A Function
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0:09
Snow Day - Jan 2021!
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31:26
7.4.1 Introduction to Arc Length (DX and DY) The Proof is at end of the video
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38:00
7.3.2 Finding the Volume Using The Shell Method (Rotate about a line or axis)
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33:34
7.3.1 Introduction to Volume by Shell Method (Example with dy and dx Shells)
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21:58
7.2.4 Washer and Disk Method Example with Axis of Revolution Other Than x/y axis
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38:03
7.2.3 Volume by Disk and Washer Method (dy and dx disks) Summary At End Of Video
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37:54
7.2.1 Volume of Cross Sections: Square, Circle, Half Circle and Quarter Circle
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26:10
7.2.2 Introduction to Volume by Disk and Washer Method
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16:23
7.1.4 Finding The Area Between Curves “Y-Easy” (how to graph x as a function of y)
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49:45
7.1.2 Find The Area Bounded Between The Curves (Difference Between Area & Definite Integral)
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27:05
7.1.3 Finding The Area Enclosed By The Given Curves “dx” (must split up integral to get area)
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18:43
7.1.1 Area Between Two Curves (How to Set Up The Integral With Respect to X or Y)
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26:38
6.7.3 Applying L’Hopital’s Rule With The Indeterminate Form: 0*INF, 1^INF, 0^0, INF - INF, etc.
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11:54
6.7.4 Summary Of The Different Limit Forms And What To Do In Each Case - L’Hospital’s Rule
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7:53
6.7.2 Applying L’Hopital’s Rule to a Given Limit (verify special limits for cal1)
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15:27
6.7.1 Introduction to L’Hopital’s Rule and How to Use It - Rate of Growth of Different Functions
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33:24
6.5.2 Partial Fractions - Three Examples
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12:31
6.5.3 Partial Fractions (Long Division & Tricky U-Sub)
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