Answer
a). $0.77m/s^{2}$
b). $5.44m$
Work Step by Step
a). The force is same.
$m_{a}a_{a}=m_{b}a_{b}$
$a_{b}=\frac{m_{a}a_{a}}{m_{b}}=\frac{50\times0.92}{60}=0.77m/s^{2}$
b). Relative acceleration =$0.92+0.77=1.69m/s^{2}$
$t=\sqrt \frac{2d}{a}=\sqrt \frac{2\times10}{1.69}=3.44s$
So, $d=\frac{at^{2}}{2}=\frac{0.92\times3.44^{2}}{2}=5.44m$