Two particles undergo SHM along the same straight line, moving with the same frequency and amplitude but with a phase difference of \(60^\circ\) between each other. If they have a maximum speed of \(v_0,\) the maximum relative velocity between them will be:
1. \(v_0\) 2. \(2v_0\)
3. \({\dfrac{\sqrt3}{2}}v_0\) 4. \(\sqrt3v_0 \)
Subtopic:  Phasor Diagram |
Level 3: 35%-60%
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Consider a particle undergoing uniform circular motion, with angular speed \(\omega.\) The projection of its motion on any straight line in its plane is:
1. periodic but not SHM
2. SHM with angular frequency \(\omega\)
3. SHM but angular frequency \(2\omega\)
4. neither SHM nor periodic
Subtopic:  Phasor Diagram |
Level 3: 35%-60%
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