The circuit shown below has two sources i_(1)(t) and v_(1)(t)
(a) If both of the sources are DC sources and are given by i_(1)(t)=2A and v_(1)(t)=6V,
determine the Norton equivalent for this circuit as seen at the terminals a-b. Begin
your analysis by redrawing the circuit with these DC sources. You can assume that the
circuit and all the elements have reached DC steady state.
(b) Now consider the circuit shown above with the AC sources, i_(1)(t)=0.5sin(2000t)A,
and v_(1)(t)=2cos(2000t+45\deg )V. Find:
(i) The Thévenin equivalent circuit as seen by the terminals a-b, and
(ii) The load impedance that would be required at the terminals a-b, which
would achieve maximum average power transfer to the load. Calculate
this maximum average power transferred to this load.
You can assume the circuit and its elements have reached AC steady state. Begin your
calculations by redrawing the circuit in the phasor domain with these AC sources. **the answers to part a are as follows Rn = 10 ohms In = (2)/(15 )= 0.133A answers to part b are: zth = 21.3 <30.7 = 18.3+10.9j, Vth = 3.04<-69.3. please show step by step process to get the correct answers .