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What vector a and b is the angle between vectors and with magnitudes 2 and √3 respectively? Given vector a.b = √3. |
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Answer» We know, \(\vec a.\vec b=|a||b|cos\theta\) where θ is the angle between \(\vec a\) and \(\vec b\). Given, |a |= 2 |b| = √3 \(\vec a.\vec b=2.\sqrt3cos\theta\) So, cos θ = \(\cfrac12\) θ = 60° |
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