Apply the Thevenin theorem on the following network to determine the current (I0) flows through the load resistor R5. Calculate total power supplied by the Thevenin voltage source to the network. V1 = 24V, R1 = R2 = 10KW, and R3 = R4 = 20KW. The independent voltage source V1 = 24 V and Load resistor R5 = 5KW.

Find the value of the load RL in the network in the figure below that will achieve maximum power transfer, and determine the value of the maximum power. + Vx ww 1 kN 2 kn 2V x RL 12 V

R1 250 V1 10V R2 RL 250 What value of RL will allow for a stable 5V to be transferred to the load? Find the Thevenin Equivalent for the circuit in the previous problem. Vth = Volts (Round to the nearest WHOLE number. No decimal places) Rth= ohms (Round to the tenths place) til

For the circuit below, V1 = 109V, R1 = 14.2kQ, R2 = 5 6kQ and R3 = 5.7kQ: If there is a load résistor = 5kQ between a and b, use Thevenin's theorem and find the power dissipated in RTH with RL in place. State your answer in mW with 3 significant digits and only enter the number, no units. If necessary use scientific notation in the form 1200 = 1.2e3 or 0.012 = 1.2e-2. Notice it is power in RTH not RL that we're looking for. R1 a R3 V1 b R2