Question

two bodies have masses in the ratio 3:4 when a force is applied on the first body, it moves with an acceleration will be the same force produce in the other body​

Answer 1

Let us consider the two masses as 3x and 4x respectively.

Given acceleration of first body as 6.

$F=m×a \\ </p><p></p><p>F=3x×6=18x$

As we are applying same force for the second body,

$18x=4x×a \\ </p><p></p><p>⇒a=18/4=4.5m/s$

Hence acceleration is

$4.5m/s$

$hope \: its \: help \: u$

Answer 2

Explanation:

Let us consider the two masses as 3x and 4x respectively.

Given acceleration of first body as 6.

\begin{gathered}F=m×a \\ F=3x×6=18x\end{gathered}

F=m×a

F=3x×6=18x

As we are applying same force for the second body,

$\begin{gathered}18x=4x×a \\ ⇒a=18/4=4.5m/s\end{gathered} \\ </p><p>18x=4x×a \\ </p><p>⇒a=18/4=4.5m/s</p><p>$

Hence acceleration is

4.5m/s4.5m/s