Answer
a). $97.5N$
b). $82.5N$
Work Step by Step
a). $F_{2}-F_{1}=(m_{1}+m_{2})a$
$F_{2}=F_{1}+(m_{1}+m_{2})a$
$F_{2}=(75+(5+10)\times1.5)N=97.5N$
b). $N_{1}=F_{1}+m_{1}a=[75+(5\times1.5)]N=82.5N$
Also, $N_{2}=F_{2}-m_{2}a=[97.5-(10\times1.5)]N=82.5N$
Hence, the force of contact N between the two blocks is $82.5N$