Using geometrical arguments, show under an infinitesimal rotation of a vector \(\vec{A}\) about an axis \(\hat{n}\), and with suitable sign convention, the change in the vector is given by \(\Delta \vec{A}= -\Delta\theta \hat{n}\times{\vec{A}}\), where \(\Delta \theta\) is an infinitesimal angle of rotation.
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4727:Diamond Point
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