1. The problem statement, all variables and given/known data Picture a circuit grounded at the left lower corner. Then as you go up the left side of the circuit, you have a 9V battery. The top left corner is labeled a. Then on the top of the circuit, you have a 2 ohms resistor. Then on the right side of the circuit, you have a 6V battery. The right lower corner is labeled b. Then on the bottom side of the circuit you have a 1 ohm resistor. What is the value of the potential at points a and b? 2. Relevant equations Kirchhoff's loop law I = Epsilon/R Delta Vr = - I*R 3. The attempt at a solution First Kirchhoff's loop law to find the current in the circuit. I assumed the clockwise current was the same in both resistors. --> 9V - 2 I - 6V - 1 I = 0 3V = 3I --> I = 1A I know the potential at point a is 9V. The potential at the lower left corner, where the circuit is grounded, is zero. As you go up the circuit, you have gained 9 V by "passing through" the 9V battery. Then you pass through the top resistor. The potential difference across that resistor is given by delta Vr = - I * R = -1A*2omhs =-2V. So by the time you reach the right top corner, you are at 9V-2V= 7V. Then you pass through the 6V battery. You go from the positive terminal to the negative terminal, so you lose 6V. Hence, at point b you are 7V-6V= 1V. Is my reasoning any good?