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What's on the worksheet
- Find the velocity $\mathbf{v}\mathbf{r}(t) = \langle te^{-t}, \sin^2 t \rangle\mathbf{r}(t) = \langle \arctan 2t, e^t\cos t \rangle
- Seen from above, a gull glides over a beach.
- A particle moves with $\mathbf{r}
- A particle moves with $\mathbf{r}
- A point moves around the ellipse $\mathbf{r}
- A particle has acceleration $\mathbf{a}
- Ava watches a hummingbird move from one flower to the next.
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Vector valued functions and motion in the plane: the lesson ›More Chapter 7 worksheets: Parametric, polar and vector-valued functions
- 7.1Derivatives of parametric curves
- 7.2Arc length and speed on parametric and polar curves
- 7.3Vector valued functions and motion in the plane
- 7.4Slope of a polar curve
- 7.5Area in polar coordinates