The vectors ā, b and čare not planar. The a', & and d are the associated reciprocal vectors given by a = ā - (5 x a) B = a- (B x 2) %3D a (6 x c) Show that the reciprocal vectors satisfy the following proporties: (c) a (B x d) = Loa a-(bxe)
The vectors ā, b and čare not planar. The a', & and d are the associated reciprocal vectors given by a = ā - (5 x a) B = a- (B x 2) %3D a (6 x c) Show that the reciprocal vectors satisfy the following proporties: (c) a (B x d) = Loa a-(bxe)
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![The vectors ā, b and čare not planar. The a', & and d are the associated
reciprocal vectors given by
a :
ā (6 x c)
B =
d - (6 x c)
%3D
a- (5 x č)
Show that the reciprocal vectors satisfy the following proporties:
(c) a (8 x 7) =
d-(bxč)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6c7288ee-122e-4abc-a790-bd476b16c0cb%2F5d6d00ea-1167-4838-9a1b-28caea89ae30%2F5mbal8h_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The vectors ā, b and čare not planar. The a', & and d are the associated
reciprocal vectors given by
a :
ā (6 x c)
B =
d - (6 x c)
%3D
a- (5 x č)
Show that the reciprocal vectors satisfy the following proporties:
(c) a (8 x 7) =
d-(bxč)
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