Vectors, Space Curves, and Motion

Vectors in three dimensions, lines and planes, quadric surfaces, vector functions, arc length, curvature, and motion in space.0/12 mastered

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Find the arc length of

\mathbf{r}(t) = \langle 2t, 3\sin t, 3\cos t \rangle

for

0 \le t \le \pi

Your answer

#4438