The figure gives the x-t plot of a particle executing a one-dimensional simple harmonic motion. Then the signs of position & velocity variables of the particle at t = -1.2 sec respectively are:
\(\left(1\right) positive , negative\)
\(\left(2\right) positive , positive\)
\(\left(3\right) negative , positive\)
\(\left(4\right) negative , negative\)
The position-time \((x\text-t)\) graphs for two children \(A\) and \(B\) returning from their school \(O\) to their homes \(P\) and \(Q\) respectively are shown in the graph.
Choose the incorrect statement:
1. | \(B\) reaches home faster than \(A.\) |
2. | \(B\) overtakes \(A\) on the road twice. |
3. | \(B\) walks faster than \(A.\) |
4. | \(A\) lives closer to the school than \(B.\) |
The instantaneous speed is always:
1. | less than the magnitude of instantaneous velocity. |
2. | greater than the magnitude of instantaneous velocity. |
3. | equal to the magnitude of instantaneous velocity. |
4. | may be less or greater than the magnitude of instantaneous velocity. |