When a same force is applied on two different objects. It produces accelerations of `4m/sec^(2)` and `6m/sec^(2)`. In these objects, if the same force is applied on the combination of these objects, calculate acceleration of combination.

When a force F is applied to a mass m_(1) , its acceleration is 6" m"//"s"^(2) . If the same force is applied to another mass m_(2) , it gives an acceleration 3" m"//"s"^(2) . If the two masses are tied together and if the same force is applied to the combination it gives an acceleration

When a force F is applied to a mass m_(1) , its acceleration is 6" m"//"s"^(2) . If the same force is applied to another mass m_(2) , it gives an acceleration 3" m"//"s"^(2) . If the two masses are tied together and if the same force is applied to the combination it gives an acceleration

[" A certain force applied to a body "A" gives it an acceleration of "10m/s^(2)" .The same force applied "],[" to body "B" gives it an acceleration of "15m/s^(2)" .If the two bodies are joined together and the "],[" same force is applied on the combinations,the acceleration will be "]

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 a_(1) in a body and the same force produces an acceleration of a_(2) in another body. If the two bodies are combined and the same force is applied on the combination, the acceleration produced in it is

A force produces an acceleration of a_(1) in a body and the same force produces an acceleration of a_(2) in another body. If the two bodies are combined and the same force is applied on the combination, the acceleration produced in it is