A force produces an acceleration of `4m//s^(2)` in a body of `m_(1)kg` in another body of mass `m_(2)kg` If the same force is applied to `(m_(1) + m_(2))` then the acceleration will be

A force produces an acceleration of 4ms^(-2) in a body of mass m_(1) and the same force produces an acceleration of 6ms^(-2) in another body oa mass m_(2) . If the same force is applied to (m_(1)+m_(2)) , then the acceleration will be

A force produces an acceleration of 4ms^(-2) in a body of mass m_(1) and the same force produces an acceleration of 6ms^(-2) in another body oa mass m_(2) . If the same force is applied to (m_(1)+m_(2)) , then the acceleration will be

What is the force which produces an acceleration of 1 m//s^(2) in a body of mass 1 kg ?

What is the force which produces an acceleration of 1 m/ s^(2) in a body of mass 1 kg?

A constant force of 5 N can produce an acceleration of 1 m//s^(2) on the body of mass m_(1) and 2 m//s^(2) on the body of mass m_(2) . If both the masses are tied together and same force is applied then what will be the acceleration of the system ?

A constant force of 5 N can produce an acceleration of 1 m//s^(2) on the body of mass m_(1) and 2 m//s^(2) on the body of mass m_(2) . If both the masses are tied together and same force is applied then what will be the acceleration of the system ?

A constant force of 5N can produce an acceleration of 1 m//s^(2) on the body of mass m_(1) and 2m//s^(2) on the body of mass m_(2) . If both the masses are tied together and same force is applied, then what will be the acceleration of the system?

A body A mass m_(1) exerts a force on another body B of mass m_(2) . If the acceleration of B be a_(2) , then the acceleration (in magnitude) of A is

A body A mass m_(1) exerts a force on another body B of mass m_(2) . If the acceleration of B be a_(2) , then the acceleration (in magnitude) of A is