363519 A particle moves in \(x-y\) plane under the influence of a force \(\vec{F}\) such that its linear momentum is \(\vec{b}(t)=\cos (k t) \hat{i}-\sin (k t) \hat{j}\). If \(k\) is constant, the angle between \(\vec{F}\) and \(\vec{p}\) will be

363520 The \(X\) and \(Y\) components of a force F acting at \(30^\circ \) to \(X\)-axis are respectively

363521 Assertion :
For applying the second law of motion, there is no conceptual distinction between inanimate and animate objects.
Reason :
An animate object does not require an external force to accelerate.

363522 A body with mass 5 \(kg\) is acted upon by a force \(F = ( - 3\hat i + 4\hat j)N\). If its initial velocity at \(t = 0\) is \(v = (6\hat i - 12\hat j)\,m{s^{ - 1}}\), the time at which it will just have a velocity along the \(y\)-axis is

363519 A particle moves in \(x-y\) plane under the influence of a force \(\vec{F}\) such that its linear momentum is \(\vec{b}(t)=\cos (k t) \hat{i}-\sin (k t) \hat{j}\). If \(k\) is constant, the angle between \(\vec{F}\) and \(\vec{p}\) will be

363520 The \(X\) and \(Y\) components of a force F acting at \(30^\circ \) to \(X\)-axis are respectively

363521 Assertion :
For applying the second law of motion, there is no conceptual distinction between inanimate and animate objects.
Reason :
An animate object does not require an external force to accelerate.

363522 A body with mass 5 \(kg\) is acted upon by a force \(F = ( - 3\hat i + 4\hat j)N\). If its initial velocity at \(t = 0\) is \(v = (6\hat i - 12\hat j)\,m{s^{ - 1}}\), the time at which it will just have a velocity along the \(y\)-axis is

363519 A particle moves in \(x-y\) plane under the influence of a force \(\vec{F}\) such that its linear momentum is \(\vec{b}(t)=\cos (k t) \hat{i}-\sin (k t) \hat{j}\). If \(k\) is constant, the angle between \(\vec{F}\) and \(\vec{p}\) will be

363520 The \(X\) and \(Y\) components of a force F acting at \(30^\circ \) to \(X\)-axis are respectively

363521 Assertion :
For applying the second law of motion, there is no conceptual distinction between inanimate and animate objects.
Reason :
An animate object does not require an external force to accelerate.

363522 A body with mass 5 \(kg\) is acted upon by a force \(F = ( - 3\hat i + 4\hat j)N\). If its initial velocity at \(t = 0\) is \(v = (6\hat i - 12\hat j)\,m{s^{ - 1}}\), the time at which it will just have a velocity along the \(y\)-axis is

363519 A particle moves in \(x-y\) plane under the influence of a force \(\vec{F}\) such that its linear momentum is \(\vec{b}(t)=\cos (k t) \hat{i}-\sin (k t) \hat{j}\). If \(k\) is constant, the angle between \(\vec{F}\) and \(\vec{p}\) will be

363520 The \(X\) and \(Y\) components of a force F acting at \(30^\circ \) to \(X\)-axis are respectively

363521 Assertion :
For applying the second law of motion, there is no conceptual distinction between inanimate and animate objects.
Reason :
An animate object does not require an external force to accelerate.

363522 A body with mass 5 \(kg\) is acted upon by a force \(F = ( - 3\hat i + 4\hat j)N\). If its initial velocity at \(t = 0\) is \(v = (6\hat i - 12\hat j)\,m{s^{ - 1}}\), the time at which it will just have a velocity along the \(y\)-axis is