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HomeMIT Calculus Revisited: Multivariable CalculusLecture 2: Tangential & Normal Vectors
MIT Calculus Revisited: Multivariable Calculus
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Lecture 2: Tangential & Normal Vectors
28:24
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Video Description: Herb Gross explains how a vector is tangent to a curve at a point as a function of arc length. Likewise, he explains how a vector is normal to a curve as a function of the derivative of the tangent with regard to arc length and curvature. Prof. Gross presents an example tracking the velocity and acceleration of a particle moving along a curve. Finally, he discusses similar issues and examples for 3-dimensional curves (binormal).
Instructor/speaker: Prof. Herbert Gross