Let `vec a=2hat i+hat j- 2hat k ,vec b=hat i+hat j`. If `vec c` is a vector such that `vec a*vec c=|vec c|,|vec c-vec a|=2sqrt2` and the angle between `vec a xx vec b and vec c` is `30^@`, then `|(vec a xx vec b)xx vec c|` equals :

Let vec a=2hat i+hat j-2hat k and vec b=hat i+hat j If c is a vector such that vec a*vec c=|vec c|,|vec c-vec a|=2sqrt(2) then maimum value of [vec avec bvec c]

If vec a=hat i+hat j+hat k and vec b=hat j-hat k, find a vector vec c such that vec a x vec c=vec b and vec a*vec c=3

If vec a= hat i+ hat j+ hat k , vec c= hat j- hat k , vec adot vec b=5 and vec ax vec b= vec c , then vec b is equal to

If vec a= hat i+ hat j+ hat k , vec c= hat j- hat k , vec adot vec b=3 and vec ax vec b= vec c , then vec b is equal to

Let veca=hat i-2 hat j+hat k, vecb=hat i-hat j+hat k and vec c is nonzero vector and vecb xx vec c= vec b xx vec a, vec a.vec c=0 . Find vecb.vec c .

Let veca=hat i-2 hat j+hat k, vecb=hat i-hat j+hat k and vec c is nonzero vector and vecb xx vec c= vec b xx vec a, vec a.vec c=0 . Find vecb.vec c .

If vec a=hat j-hat k and vec c=hat i+hat j+hat k are given vectors,and vec b is such that a vec a*vec b=3 and vec a xxvec b+vec c=0 then is equal to

Let vec a=hat j-hat k and vec c=hat i-hat j-hat k. Then the vector b satisfying vec axvec b+vec c=0 and vec a*vec b=3, is

If vec a=hat i+hat j,vec b=hat j+hat k,vec c=hat k+hat i find the unit vector in the direction of vec a+vec b+vec c

Given vec a=x hat i+y hat j+2 hat k , vec b= hat i- hat j+ hat k , vec c= hat i+2 hat j ; vec a_|_ vec b , vec adot vec c=4. Then [ vec a vec b vec c]^2=| vec a| b. [ vec a vec b vec c]^=| vec a| c. [ vec a vec b vec c]^=0 d. [ vec a vec b vec c]^=| vec a|^2