In the circuit given below, R = 18 Ω. Find the value of v0 using nodal analysis.  The nodal equations are: v1/ A + (v1 − 60)/B + C/20 = 0   where A = 18, 4, 6, 10 or 20 B = 18, 4, 6, 10 or 20 C = -v1, v1, v1-5, v1-5vo, -v15 or -v1+5vo   vo=Dv1 where D = 5/20, 4/10. 1/3 or 4/9   Therefore, the value of vo in the circuit is _____ V.

In the circuit given below, R = 18 Ω. Find the value of v₀ using nodal analysis. 

The nodal equations are:

v1/ A + (v1 − 60)/B + C/20 = 0

where A = 18, 4, 6, 10 or 20

B = 18, 4, 6, 10 or 20

C = -v1, v1, v1-5, v1-5vo, -v15 or -v1+5vo

vo=Dv1

where D = 5/20, 4/10. 1/3 or 4/9

Therefore, the value of v_o in the circuit is _____ V.