Find the angle between the vectors \( \bar{p} \times \tilde{q} \) and

1.	Find the angle between the vectors \( \bar{p} \times \tilde{q} \) and \( \bar{q} \times \bar{p} \)
Answer» ∵ \(\overrightarrow{q}\times\overrightarrow{p}=-(\overrightarrow{p}\times\overrightarrow{q})\) ∴ Angle between \((\overrightarrow{p}\times\overrightarrow{q})\) & \((\overrightarrow{q}\times\overrightarrow{p})\) is 180°. (Because both vectors have same magnitude but opposite directions)

Find the angle between the vectors \( \bar{p} \times \tilde{q} \) and \( \bar{q} \times \bar{p} \)

Answer»

∵ \(\overrightarrow{q}\times\overrightarrow{p}=-(\overrightarrow{p}\times\overrightarrow{q})\)

∴ Angle between \((\overrightarrow{p}\times\overrightarrow{q})\) & \((\overrightarrow{q}\times\overrightarrow{p})\) is 180°.

(Because both vectors have same magnitude but opposite directions)

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Find the angle between the vectors \( \bar{p} \times \tilde{q} \) and \( \bar{q} \times \bar{p} \)

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