The angle between the vectors A nbsp- and B nbsp-is - The value of the triple product A nbsp-B- nbsp-A- isA-2 BzeroA-2 B -sin-A-2 B -cos-

The correct option is B zeroB× nbsp;A will give a vector in the direction perpendicular to both A and B ⇒ A . (B×A) = 0 ...

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Multiplication with Vectors

The angle bet...

Question

The angle between the vectors $\to A$ and $\to B$ is $θ$ . The value of the triple product $\to A$ . $(\to B \times \to A)$ is

A^{2} B

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zero

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A^{2} B sin θ

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A^{2} B cos θ

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