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

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

What Curve, C, Is Traced Out by the Parameterization r⃗=2i⃗+(cos⁡t)j⃗+(sin⁡t)k⃗\vec { r } = 2 \vec { i } + ( \cos t ) \vec { j } + ( \sin t ) \vec { k }r=2i+(cost)j​+(sint)k

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