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Current of 2 A will be divided into two parts, one part going through the 8 Ω
               resistor from B to A and the other part going through the 2 Ω resistor. Current
                  going through the 8 Ω resistor is calculated as








               Now, we will consider the voltage source, keeping the current source open
               circuited and find the current through the 8 Ω resistor. Using Ohm’s law, the

               current through the 8 Ω resistor is calculated as
















                                                          Figure 2.48









               The combined effect of the two sources when superimposed is








                                              2.8.2 Thevenin’s Theorem


               Application of this theorem often comes useful when we want to determine
               the current flowing through any branch or component of a network. We can

               conveniently determine the current through any component when it is
               required that the component be replaced. The use of kirchchoffs laws to

               calculate the branch current for the changed value of a resistor becomes time
               consuming as we have to repeat the calculations.
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