Lectures in Vector Calculus in 3-D
Lecture 1: Vector Representation In 3-D
Lecture 2: Vector Between 2 Points
Lecture 3: What Is A Unit Vector In 3-D?
Lecture 4: What Are Parametric Equations?
Lecture 5: Parametric Equations And Vectors
Lecture 6: Parametric Equations And Vectors: Example 1
Lecture 7: Parametric Equations And Vectors: Example 2
Lecture 8: How To Determine If The Lines Are Parallel?
Lecture 9: How To Determine If The Lines Intersect
Lecture 10: Dot Product In 3-D
Lecture 11: Dot Product In 3-D: Find Thetha=?
Lecture 12: What Are Directional Cosines?
Lecture 13: Find The Directional Cosines
Lecture 14: Find The Projection Of A Vector Onto A Vector
Lecture 15: Find The Component Othogonal To Vector B
Lecture 16: Find The Distance Between A Point And A Line
Lecture 17: Find The Distance Between A Point And A Line Ex.
Lecture 18: What Is A Cross Product?
Lecture 19: How To Calculate The Cross Product Of 2 Vectors?
Lecture 20: Calculating The Cross Product Of 2 Vectors Ex.
Lecture 21: Magnitude Of The Cross Product Of 2 Vectors
Lecture 22: Theorems Of Vector Products
Lecture 23: A Real World Example Of A Dot Product
Lecture 24: A Real World Example Of A Cross Product
Lecture 25: Area Of A Parallelogram Using The Cross Product
Lecture 26: Area Of A Triangle Using The Cross Product
Lecture 27: Area Of A Triangle: Example
Lecture 28: Volume Of A Rectangular Box
Lecture 29: Volume Of A Parallelpiped
Lecture 30: Volume Of A Parallelpiped: Example
Lecture 31: Do The 3 Vectors Lie On The Same Plane?
Lecture 32: Unit Normal Vector Perpendicular To Plane
Lecture 33: Volume Of A Tetrahedron
Lecture 34: Volume Of A Tetrahedron: Example
Lecture 35: What Is Equation Of A Line Perpendicular To A Plane?