Find (a) the vector component of F = 10ax − 6ay + 5az that is parallel to G = 0.1ax + 0.2ay + 0.3az; (b) the vector component of F that is perpendicular to G; (c) the vector component of G that is perpendicular to F
2. Given that A + B + C = 0, where the three vectors represent line segments and extend from a common origin, must the three vectors be coplanar? If A + B + C + D = 0, are the four vectors coplanar?
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