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The relation of the covariant and contravariant basis vector sets with coordinate curves and coordinate surfaces of the given coordinate system are O The covariant basis vector are tangents to the coordinate while the contravariant basis vectors curves, perpendicular to coordinate surfaces. O The covariant basis vector are perpendicular to the coordinate curves, while the contravariant basis vectors are tangents to coordinate surfaces. are o The covariant and perpendicular to the coordinate curves and to coordinate surfaces. contravariant basis vector are O The relation of covariant and contravariant basis vector are tangents to the coordinate curves and to coordinate surfaces. O None of these

The relation of the covariant and contravariant basis vector sets with coordinate curves and coordinate surfaces of the given coordinate system are O The covariant basis vector are tangents to the coordinate while the contravariant basis vectors curves, perpendicular to coordinate surfaces. O The covariant basis vector are perpendicular to the coordinate curves, while the contravariant basis vectors are tangents to coordinate surfaces. are o The covariant and perpendicular to the coordinate curves and to coordinate surfaces. contravariant basis vector are O The relation of covariant and contravariant basis vector are tangents to the coordinate curves and to coordinate surfaces. O None of these

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The relation of the covariant and contravariant basis vector sets with coordinate curves and coordinate surfaces of the given coordinate system are out of O The covariant basis vector are tangents to the coordinate curves, while the contravariant basis vectors are perpendicular to coordinate surfaces. o The covariant basis vector are perpendicular to the coordinate curves, while the contravariant basis vectors are tangents to coordinate surfaces. o The covariant perpendicular to the coordinate curves and to coordinate surfaces. and contravariant basis vector are O The relation of covariant and contravariant basis vector are tangents to the coordinate curves and to coordinate surfaces. None of these
Transcribed Image Text:The relation of the covariant and contravariant basis vector sets with coordinate curves and coordinate surfaces of the given coordinate system are out of O The covariant basis vector are tangents to the coordinate curves, while the contravariant basis vectors are perpendicular to coordinate surfaces. o The covariant basis vector are perpendicular to the coordinate curves, while the contravariant basis vectors are tangents to coordinate surfaces. o The covariant perpendicular to the coordinate curves and to coordinate surfaces. and contravariant basis vector are O The relation of covariant and contravariant basis vector are tangents to the coordinate curves and to coordinate surfaces. None of these
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