If W is a skew-symmetric tensor,
(i) Write down the most general form of [W]e.
(ii) Show that there exist a vector w in R3 such that Wx = w*x for each x in R3. Such a vector w is
called the axial vector of W.
(iii) Use part (ii) to deduce that x.Wx = 0 for any x in R3.
(iv) If W has axial vector...