1. The problem statement, all variables and given/known data All variables are given by the circuit unless otherwise stated a) Derive an expression for the ratio (Vo/Vs) 2. Relevant equations KCL and KVL equations 3. The attempt at a solution Rs1=2.55kΩ -Vs+ .05Vo +(2.5kΩ/2.55kΩ)Vp = 0 where, Vs = .05Vo + (2.5kΩ/2.55kΩ)Vp for the left circuit. Then for the right circuit: Rs2= 3.70kΩ where .08Vp=iRs i= .08Vp/3.70kΩ, so Vo = iR =(.08Vp/3.7kΩ)*20kΩ, solving for Vp gives me Vp= Vo/.432 I then substituted this into my Vs equation and solved for (Vo/Vs) and was given a ratio of .432. Now im not sure if my approach to this problem is right but i think the logic in going this way seems right to me. Any help or criticism would be greatly appreciated.