" A body under the action of several forces will have zero acceleration: "

The correct statement from the following is A body having zero velocity will not necessarily have zero acceleration A body having zero velocity will necessarily have zero acceleration A body having uniform speed can have only uniform acceleration A body having non-uniform velocity will have zero acceleration

A body, under the action of a force F=6hat(i)-8hat(j)+10hat(k) acceleration of 1ms^(-2) . The mass of this body must be

A body, under the action of a force F=6hat(i)-8hat(j)+10hat(k) acceleration of 1ms^(-2) . The mass of this body must be

A body under the action of a force F=6hati- 8hatj+ 10hatk , acquires an acceleration of 1m//s^2 . The mass of this body must be :

A body has a time of 3 s under the action of one force and 4 s under the action of another force. Calculate the time period when both the forces act in the same direction simultaneously. Assume that the body undergoes the same displacement, under the action of the two different forces.

A particle under the action of a force has a period of 3s and under the action of another force it has a period 4sec in SHM . What will be its period under the combined action of both forces in the same direction?

A particle under the action of a force has a period of 3s and under the action of another force it has a period 4sec in SHM . What will be its period under the combined action of both forces in the same direction?