For the given network calculate current I and `I_(2)`.

In the given circuit currents I_1 and I_2 are .

Apply Kirchoff’s Laws to calculate the currents I_(1) and I_(2) in the circuit shown in Figure below:

In the given circuit the current I_(1) is

In the network shown calculate current through the cell (I_1) and the current I_(2) through the 2 R resistance.

In the circuit given, find the currents I, I, and I_2 in the circuit. (br)

In the circuit given, find the currents I, I, and I_2 in the circuit. (br)

State Kirchhoff's rules . Apply Kirchhoff's rules to the loops ACBPA and ACBQA to write the expressions for the currents I_(1) , I_(2) and I_(3) in the network .

In the given circuit diagram, the currents, I_(1) = -0.34, I_(4) = 0.8A , and I_(5) = 0.4 A , are flowing as shown. The currents I_(2), I_(3) and I_(6) , respectively, are :