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If a ⃗,b ⃗,c ⃗ three non-coplanar vectors, then (a ⃗+b ⃗+c ⃗ ).[(a ⃗+b ⃗ )×(a ⃗+c ⃗ ) ]= If a ⃗,b ⃗,c ⃗ three non-coplanar vectors, then (a ⃗+b ⃗+c ⃗ ).[(a ⃗+b ⃗ )×(a ⃗+c ⃗ ) ]=
Let a⃗, b⃗, and c⃗ be three non-coplanar unit vectors such that the angle between every pair of t... Let a⃗, b⃗, and c⃗ be three non-coplanar unit vectors such that the angle between every pair of t...
If a ⃗,b ⃗ and c ⃗ are three non coplanar vectors then (a ⃗+b ⃗+c ⃗ )∙[(a ⃗+b ⃗ )×(a ⃗+c ⃗ )] equals If a ⃗,b ⃗ and c ⃗ are three non coplanar vectors then (a ⃗+b ⃗+c ⃗ )∙[(a ⃗+b ⃗ )×(a ⃗+c ⃗ )] equals
If a ⃗,b ⃗,c ⃗ three non-coplanar vectors, then (a ⃗+b ⃗+c ⃗ ).[(a ⃗+b ⃗ )×(a ⃗+c ⃗ )]= If a ⃗,b ⃗,c ⃗ three non-coplanar vectors, then (a ⃗+b ⃗+c ⃗ ).[(a ⃗+b ⃗ )×(a ⃗+c ⃗ )]=
Let a b c be three noncoplanar vectors & p q r are vectors defined by the relationsp Let a b c be three noncoplanar vectors & p q r are vectors defined by the relationsp
Why the complex numbers are actually just special matrices Why the complex numbers are actually just special matrices
Let u ⃗ be a vector coplanar with the vectors a ⃗=2i ̂+3j ̂-k ̂ and b ⃗=j ̂+k ̂. If u ⃗ is perpendi Let u ⃗ be a vector coplanar with the vectors a ⃗=2i ̂+3j ̂-k ̂ and b ⃗=j ̂+k ̂. If u ⃗ is perpendi
Let a and b be two vectors such that |a |=1,|b |=4, and a ⋅b ⃗=2. If c ⃗=(2a ⃗×b ⃗)-3b ⃗ and the Let a and b be two vectors such that |a |=1,|b |=4, and a ⋅b ⃗=2. If c ⃗=(2a ⃗×b ⃗)-3b ⃗ and the