If the angle between vector A and vector B is Π/3, what is the angle between vector 2A and vector -3B?
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Answer:
2pi/3
Explanation:
The magnitude of the vectors makes no difference in angles. Hence the only thing making a difference is the negative B. If initial angle was 60° then the angle when B was flipped will be the linear pair of 60. That is, 180 - 60, 120° which is 2pi/3.
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