The vectors ā, b and č'are not planar. The a', V and d are the associated reciprocal vectors given by a = ā. (6 x c) ā (6 x c) a (5 x c) Show that the reciprocal vectors satisfy the following proporties: (a) ā -d = 6-8 = č-d = 1, %3D %3D

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The vectors ā, b and č'are not planar. The a', V and d are the associated
reciprocal vectors given by
a =
ā (6 x c)
ā (6 x c)
d =
d (5 x 2)
Show that the reciprocal vectors satisfy the following proporties:
(a) ā -d = 6-0 = č-d = 1,
%3D
%3D
Transcribed Image Text:The vectors ā, b and č'are not planar. The a', V and d are the associated reciprocal vectors given by a = ā (6 x c) ā (6 x c) d = d (5 x 2) Show that the reciprocal vectors satisfy the following proporties: (a) ā -d = 6-0 = č-d = 1, %3D %3D
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