Question

2. Given A -4ax 2ay 3az and B 3ax 4ay az, find a. magnitude of 5A 2B b. a unit vector in the direction of (5A - 2B)/IA c. the

|(5 points) a. 31.12 (5 points) b. -0.83a,-0.064ay0.54az (5 points) c. -0.807ax 1.076ay +0.269az (5 points) d. -3.19a, 3.07ay

2. Given A -4ax 2ay 3az and B 3ax 4ay az, find a. magnitude of 5A 2B b. a unit vector in the direction of (5A - 2B)/IA c. the vector component of BA that is parallel to B, and d. the vector component of A that is perpendicular to B
|(5 points) a. 31.12 (5 points) b. -0.83a,-0.064ay0.54az (5 points) c. -0.807ax 1.076ay +0.269az (5 points) d. -3.19a, 3.07ay 2.73a
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Answer #1

30 2 - 2 aJ 4a2 a) A 20a2 10) SA = az -8 a1 2az 2 9 an )-(602+8ay-2a) az SA -26 ニ(. 20ax+ +(01+1 -20-6)a 0-)ay (IS+2)az + 2 ato raraltd component t Vector C2 34+yayea A. B 2 161 +4a4-a0 (3ay+ ay- 342 2ay +3a -4a2 2 2 2 3 +4 a 12 8 -3 3a 0. 261 a7 1 0p.s : the answer given in question for part b is incorrect.

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