A force of `10 N` gives a mass `m_(1)` an acceleration of `10m//s^(2)` and a mass `m_(2)` an acceleration of `20m//s^(2)` What acceleration would it give if both the masses are tid together ?

A force of `10 N` gives a mass `m_(1)` an acceleration of `10m//s^(2)`

1.	A force of `10 N` gives a mass `m_(1)` an acceleration of `10m//s^(2)` and a mass `m_(2)` an acceleration of `20m//s^(2)` What acceleration would it give if both the masses are tid together ?
Answer» Correct Answer - `6.66 m//s^(2)` Here, `m_(1) = (F)/(a_(1)) = (10)/(10) = 1kg` `m_(2) = (F)/(a_(2)) = (10)/(20) = 0.5kg` If a is the acceleration in the combination of masses, then `a= (F)/((m_(1) +m_(2))) = (10)/(1 + 0.5) = 6.66 m//s^(2)` .

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A force of `10 N` gives a mass `m_(1)` an acceleration of `10m//s^(2)` and a mass `m_(2)` an acceleration of `20m//s^(2)` What acceleration would it give if both the masses are tid together ?

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