The set of values of 'm' for which the vectors`veca=mhati+(m+1)hatj+(m+8)hatk` `vecb=(m+3)hati+ (m+4)hat j+(m+5)hatk` and `vecc=(m+6)hati+(m+7)hatj+(m+8)hatk` are non coplaner

The set of values of 'm' for which the vectors vec(a) = mhati + (m + 1)hatj +(m + 8)hatk vec(b) = (m + 3)hati + (m+4)hatj + (m +5) hatk and vec(c) = (m + 6)hati + (m + 7)hatj + (m + 8) hatk are non - coplanar is

The vector veca = hati + hatj + (m + 1) hatk , vecb = hati + hatj + m hatk.vecc = hati - hatj + m hatk are coplanar for :

Find the value or values of m for which m ( hati + hatj + hatk) ia a unit vector .

Find the value of 'm' for which the line vec(r) = ( hati + 2 hatk ) + lambda (2 hati - m hatj - 3 hatk) is parallel to the plane vec(r).(m hati + 3 hatj + hatk ) = 4.

For what value of m of vector vecA = 2hati + 3hatj - 6hatk is perpendicular to vecB = 3hati - mhatj + 6hatk .

If veca=2hati+ 3hatj-5hatk,vecb =m hati+nhatj +12 hatk and veca xx vecb = vec0 then find (m,n)

If veca=2hati+ 3hatj-5hatk,vecb =m hati+nhatj +12 hatk and veca xx vecb = vec0 then find (m,n)

If veca=2hati+ 3hatj-5hatk,vecb =m hati+nhatj +12 hatk and veca xx vecb = vec0 then find (m,n)

If veca=2hati+ 3hatj-5hatk,vecb =m hati+nhatj +12 hatk and veca xx vecb = vec0 then find (m,n)