What curve, C, is traced out by the parameterization $\vec { r } ( t ) = 2 \vec { i } + 4 \cos t \vec { j } + 4 \sin t \vec { k }$ for $0 \leq t \leq 2 \pi$ ? Give a very complete verbal description.

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The Answer of What curve, C, is traced out by the parameterization $\vec { r } ( t ) = 2 \vec { i } + 4 \cos t \vec { j } + 4 \sin t \vec { k }$ for $0 \leq t \leq 2 \pi$ ? Give a very complete verbal description.

What Curve, C, Is Traced Out by the Parameterization r⃗(t)=2i⃗+4cos⁡tj⃗+4sin⁡tk⃗\vec { r } ( t ) = 2 \vec { i } + 4 \cos t \vec { j } + 4 \sin t \vec { k }r(t)=2i+4costj​+4sintk

What Curve, C, Is Traced Out by the Parameterization $\vec { r } ( t ) = 2 \vec { i } + 4 \cos t \vec { j } + 4 \sin t \vec { k }$