Question: fFind a unit vector in the direction of v and in the direction opposite of v. V = (5, -4, -3) (a) In the direction

$\fFind a unit vector in the direction of v and in$ the direction opposite of v. V = (5, -4, -3) (a) In the direction of v (b) In the direction opposite of vFind the vectnr 1: with the given magnitude and the same direction as u. Magnitude Direction ||u|| = e u = {2, 5, 2} Find u'

\fFind a unit vector in the direction of v and in the direction opposite of v. V = (5, -4, -3) (a) In the direction of v (b) In the direction opposite of vFind the vectnr 1: with the given magnitude and the same direction as u. Magnitude Direction ||u|| = e u = {2, 5, 2} Find u' v. U . U. w| 2. (u - v)v. and u . (3v). u = 3it j - 2k, v= i - 7j + 2k (a) U'V (b) UU (c) 1/ w /12 (d) (u' v)v (e) u " (3v)Find the angle & between the vectors in radians and in degrees. U = 5i + 4j + k V = 4i - 5j (a ) radians (b) degrees

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