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If the angle between the vectors A and B is θ, the value of the product (B × A) . A is equal to
- BA² sinθ
- BA² cosθ
- BA² sinθ cosθ
- zero
Correct answer: zero
Solution
The cross product B × A is perpendicular to both B and A. Since the dot product of two perpendicular vectors is zero, (B × A) . A equals zero.
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