# Find an arc length parametrization of r(t)

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## Find the arc length parameterization of \$r(t)=\langle e^t\sin t,e

Find an arc length parametrization of (cos(t) + (t)sin(t), sin(t)-(t)cos(t)) with reference point (i.e., starting point) (1,0), in the positive direction. Solution: We can write: \begin{cases}x =

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The first step to solving any problem is to scan it and break it down into smaller pieces.  ## Arc Length Parameterization (w/ Step-by-Step Examples!)

1. But it is a few lines of code to generate such an arc-length parametrization by utilizing the arclength function. There will be an example of how to do that on the help page of

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