Lectures in Line Integrals
- Lecture 1: What Is A Line Integral?
- Lecture 2: What Is A Line Integral? A Visiual Perspective
- Lecture 3: What Is A Line Integral? A Visual Perspective 2
- Lecture 4: What Is A Line Integral? Not To Be Confused With
- Lecture 5: What Is A Line Integral? Scalar: Example 1
- Lecture 6: What Is A Line Integral? Scalar: Example 2
- Lecture 7: What Is A Line Integral? Using Parametric Equations
- Lecture 8: What Is A Line Integral? Circular Cone
- Lecture 9: What Is A Line Integral? A Conceptual View
- Lecture 10: What Is A Line Integral? [2+(X^2)Y]Ds Example (Worked Out)
- Lecture 11: What Is A Line Integral? Example 2.5
- Lecture 12: What Is A Line Integral? Find The Mass
- Lecture 13: What Is A Line Integral? Find The Center Of Mass
- Lecture 14: What Is A Line Integral? (Y^2)Dx+Xdy Example 3
- Lecture 15: What Is A Line Integral? Y^2Dx+Xdy Example 4
- Lecture 16: What Is A Line Integral? General Equation
- Lecture 17: What Is A Line Integral? [Y(Sinz)]Ds Example 5
- Lecture 18: What Is A Line Integral? [(Y)Dx+(Z)Dy+(X)Dz] Example 6
- Lecture 19: Vector Field: Find The Work Done: F(X,Y)=(X^2)I-(Xy)J Ex. 1
- Lecture 20: Vector Field: Find The Work Done: Ex. 2
- Lecture 21: Vector Field: Find The Work Done: Ex. 3
- Lecture 22: Vector Field: Find The Work Done: Ex. 4A
- Lecture 23: Vector Field: Find The Work Done: Ex. 4B
- Lecture 24: Vector Field: Find The Work Done: Ex. 4C
- Lecture 25: Vector Field: Find The Work Done: Ex. 5
- Lecture 26: Vector Field: Evaluate A Line Integral
- Lecture 27: Vector Field: Evaluate A Line Integral
- Lecture 28: Vector Field: Evaluate A Line Integral
- Lecture 29: What Is The Fundamental Theorem For Line Integrals?
- Lecture 30: What Is The Fundamental Theorem For Line Integrals? Ex
- Lecture 31: Why Is This Path Independent? Ex. 1
- Lecture 32: Why Is This Path Independent? Ex. 2
- Lecture 33: Why Is This Path Dependent?
- Lecture 34: Condition 1 For Independence
- Lecture 35: Condition 2 For Independence
- Lecture 36: Condition 3 For Independence
- Lecture 37: Condition 3 For Independence: Example
- Lecture 38: What Are Conservative/Non-Conservative Vector Fields?
- Lecture 39: Why Is A Gravitational Field Conservative?
- Lecture 40: Determine If The Vector Field Conservative? Ex. 1
- Lecture 41: Determine If The Vector Field Conservative? Ex. 2
- Lecture 42: Find F=? Such That Gradient F=F
- Lecture 43: Find F=? Such That Gradient F=F
- Lecture 44: What Is The Fundamental Theorem For Line Integrals? Ex. 2