A force of `150N` produces an acceleration of `2ms^(-2)` in a body and a force of `200N` produces an acceleration of `3ms^(-2)` The mass of the body and the coefficinent of kinetic friction are .

A horizontal force of 150N produces an acceleration of 2m/s2 in a body placed on a 6 horizontal surface. A horizontal force of 200N produces an acceleration of 3m//s^2 . The mass of the body and coefficient of kinetic friction are (g = 10 ms^(-2) )

A 10 N force is applied on a body produces an acceleration of 1 m//s^(2) . The mass of the body is

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