Question: E and F are vector fields given by E = 2xax + ay + yzaz and F = xyax y2ay+ xyzaz. Determine: (a) |E|

E and F are vector fields given by E = 2xax + ay + yzaz and F = xyax — y2ay+ xyzaz. Determine:
(a) |E| a t (l, 2, 3)
(b) The component of E along F at (1, 2, 3)
(c) A vector perpendicular to both E and F at (0, 1, – 3) whose magnitude is unity

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