Homework(14(ECE201:(Linear(Circuit(Analysis(Due(in(class:(Monday,(September(26((1. Given(a(network(of(resistors,(linear(dependent(sources,(and(fixed(independent(sources(shown(below,(the(follo wing(dat a (is(obtaine d (in (a (l aboratory :(RL(([kΩ](V [V] i([mA](32(8(?(Q21(7(?((a. Determine(the(current(i(for(each (pair(of(m e a su r e ments.((b. Find(the(Thevenin(equivalent(of(the(entire(system.((c. Find(the(Norton(equivalent(of(the(entire(system.((d. What(should(the(load(resistanc e(RL(be(cha n g e d (to (in (order(to(achieve(the(maximum(power(transfer(from(the(ne twork(to(RL?((e. What(would(be(the(maximum(pow e r(transfe rred (to (such (an(optimal(resistor(in(part(d?(((((((2. For(the(circuit(shown(below,(express(the (fo llowing(qua nt ities (sy mbolically.(Y o u(may(app ly(s o ur ce (transformatio ns(a s(nee de d.(((a. Find(RL(necess a ry (fo r (maximu m(powe r (tra n s fe r. ((b. Express(the(maximum(power(Pmax(that(is(transferab le(to(RL.(((((((((3. Express(the(following(quantities(symbolically.((a. The(Thevenin(resistance(of(the(system(Rth.((b. The(openQcircuit(voltage(Voc.(((c. The(shortQcircuit(current(isc.((d. If(a(load(RL(is(connected(to(the(across(the(rightmost(electrodes,(what(must(it(equivalent(to(achieve(maximum(power(transfer?((e. Determine(the(expression(for(the(maximum(power(transfer(given(RL(in(part(d
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