Vector `barV` is perpendicular to the plane of vectors `bara= 2i-3j+k` and `barb=i-2j+3k` and satisfy the condition `barV.(i + 2j - 7k) = 10`. Find `|barV|^2`

Find vectors perpendicular to the plane of vectors a=2i-6j+3k" and "b=4i+3j+k .

A unit vector perpendicular to the plane of vec a = 2i-6j-3k and vec b = 4i+3j-k is

A unit vector perpendicular to the plane of a = 2i - 6j -3k, b = 4i + 3j - k is

A vector c perpendicular to the vectors 2i+3j-k" and "i-2j+3k satisfying c.(2i-j+k)=-6 is

The unit vector perpendicular to each of the vectors 2i - j + k and 3i + 4j - k is

A vector of magnitude 7 units, parallel to the resultant of the vectors a=2i-3j-2k and b=-i+2j+k , is

A vector ? is perpendicular to the vectors 2hat i+3hat j-hat k,hat i-2hat j+3hat k and satisfies the condition vectors vec c*(2hat i-hat j+hat k)+6=0 FInd the vector vec c

Find vec a unit vector perpendicular to each of the vectors vec a=3i+2j-3k and vec b=i+j-k