How To: Evaluate a line integral along a straight line segment

Evaluate a line integral along a straight line segment

This video tutorial is in the Education category which will show you how to evaluate a line integral along a straight line segment using the definition of the line integral. This video evaluates a line integral along a straight line segment using a parametric representation of the curve (using a vector representation of the line segment) and then integrating. A vector representation of a line that starts at r0 and ends at r1 is r(t) = (1-t)r0 + tr1 where t is greater than equal to 0 and lesser than equal to 1. You have to watch the video for further steps as it will not make sense without the demonstration.

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1 Comment

why on earth are the values of t 0<t<1???? Are they always between 0 and 1?
I can't find an answer to this question anywhere.

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