A)
From figure,

Applying the node equation at + terminal



Applying node equation at - terminal, we get;


Applying the node equation at the output;







The transfer function is
V. (t) = Vit)
Vi(t) – 0 vi(t) – Vy - 0
2V (t) Vy R
V = 2Vit)
Vi(t) - 0 RA Vilt) – V, 90 Ro
Vj = Vi(t) Ra+R
V - Va(s) 4 1,5 V6 4 V, - vils) = 0 RO
Volant + C) – vi(me Rit +C) + ha = SOV
Vi(t) Ra + Ro R+Rb + SCRR Ro) - V;(s)( K) = $CV RIG RR RRD
(Ra + Ry) (R+R + SCRR) - RR - RR Vit) R RR
v;(GRRo + R$ + $C'RRoRa + sc RR} – scV R RR
R+ Rb + SCRRa + SCRR Vi(t) RAR =sCV
Vi(s) Vo(s) SCRR R+ R + SCR(Ra + R)
H(s) – Vi(s) SCRR R+R + SCR(Ra + R) Vo(s)