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Suppose a Curve C Is Parameterized By r(t)\vec { r } ( t )

question 73

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Suppose a curve C is parameterized by r(t)\vec { r } ( t ) with atba \leq t \leq b and suppose F\vec { F } is a vector field F(t)=r(t)×r(t)\vec{F}(t)=\vec{r}(t) \times \vec{r}^{\prime}(t) for atba \leq t \leq b .Explain why CFdr=0\int _ { C } \vec { F } \cdot d \vec { r } = 0


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