Find the norm of \(v\), and a unit vector, \(u = (u_1, u_2, u_3)\) that is oppositely directed to the vector \(v = (-8, 1, 32)\). Use the fact that if \(v\) is any nonzero vector, then \(\frac{v}{||v||}\) is a unit vector.
\(||v|| = \)
\(u = (\,\,\,)\)