Calculate the power absorbed by the resistor R2. Adjust the resistor such a way that the network delivers maximum power to the load resistor R2 = 10W. R1 = 5W , R3 = 3W. The network is supplied with two current sources; I1 = 10A and I2 = 2A

Hi could someone please help me with the following question I am given the following information.  The variable resistor Ro in the circuit in (Figure 1) is adjusted for maximum power transfer to Ro. Suppose that v1 = 240 V, and v2 = 140 V a)Find the value of Ro (I found this to be 2.5 Ohms which was correct but I can not do the rest of the parts to this question) b) Find the maximum power that can be delivered to Ro c)What percentage of the total power developed in the circuit is delivered to Ro found in part A? d) (this part is included in the images)  Thanks so much!

Kindly answer this problem.Thanks a lot.

1. According to KVL, the voltage supplied to a closed circuit is equal to: A. The sum of the resistances in the circuit B. OV C. The power dropped across the loads in the circuit D. The sum of the voltage drops across the loads 2. Which of the following is NOT a true statement regarding Kirchhoff's Voltage Law? A. It helps us determine unknown values at desired points in a circuit B. It is often used in combination with Ohm's Law C. It states that zero voltage can be dropped in a circuit D. It is based on the principle of the conservation of energy 3. Two circuit elements are in series when: A. They have only one common terminal B. They are connected in alphabetical order C. They have more than one common terminal D. They have the same voltage drop 4. True or false: Current is the same through all points in a series circuit. A. True B. False 5. A voltage divider receives an input voltage of 9V. If the two series resistors in the divider have the same resistance, what will the output…

With switch SW1 and SW2 both closed, complete the following using the values from the table:i. Determine the total resistance in the circuit. ii. Determine the currents flowing in the circuit. iii. Determine the volt drops around the circuit. iv. Use the appropriate Kirchhoff’s law to confirm your results.