Let a=i-2j+k and b=i-j+k be two vectors.If c is a vector such that bxc=bxa and c.a=0,then c.b is

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Let a = i + j + k , b = 2i + 2j + k and d = a × b. If c is a vector such that a .c = |c| ,|c -2a |^2

Let a ̂=2i+2j+k and b ̂ be another vector such that a ̂.b ̂=14 and a ̂×b ̂=3i+j-8k the vector b ̂=

Let a ⃗=i ̂+j ̂+k ̂ , b ⃗=2i ̂+2j ̂+k ̂ and d ⃗= a ⃗×b ⃗ . If c ⃗ is a vector such that a ⃗.c ⃗=|c

Let a=i+j+k,b=-i-8j+2k & c=4i+c2j+c3k be 3 vectors such that b×a=c×a.if the .....equal to tan2 0 is:

A vector a=αi+2j+βk (α,β∈R) lies in the plane of the vectors b=i+j and vector c=i-j+4k. If vector a

Let a = 3i + 2j + xk and b = i - j + k, for some real x. Then vector |a x b| = r is posible if

Let a=i+2j+k,b=3(i-j+k). Let c be the vector such that a×c=b & a•c=3. then a•((c×b)-b-c) is equal to

Let a = i ̂+2j ̂+3k ̂ , b ⃗=3i ̂+j ̂-k ̂ and c ⃗ be three vectors such that c ⃗ is coplanar with a