Get answer: Proof In Exercises 6774, prove the property. In each case, assume and are
Chapter 12, Problem 71(choose chapter or problem)
Proof In Exercises 67-74, prove the property. In each case, assume r, u, and v are differentiable vector-valued functions of t in space, w is a differentiable real-valued function of t, and c is a scalar.
\(\frac{d}{d t}[\mathbf{r}(w(t))]=\mathbf{r}^{\prime}(w(t)) w^{\prime}(t)\)
Text Transcription:
d/dt [r(w(t))] = r’(w(t)) w’(t)
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