Chapter 11: Q. 8 (page 900)
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Chapter 11: Q. 8 (page 900)
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Under what conditions does a differentiable vector-valued functionr(t) not have a unit tangent vector at a point in the domain of r(t)?
For each of the vector-valued functions in Exercises ,find the unit tangent vector and the principal unit normal vector at the specified value of t.
Explain why we do not need an 鈥渆psilon鈥揹elta鈥 definition for the limit of a vector-valued function.
Find parametric equations for each of the vector-valued functions in Exercises 26鈥34, and sketch the graphs of the functions, indicating the direction for increasing values of t.
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