`V_(1),V_(2)` and `V_(3)` are the p.ds. across the `1Omega, 2Omega` and `3Omega` resistors in the following diagram, and the current is 5A.

Which one of the columns (a) to (d) shows the correct values of `V_(1),V_(2)` and `V_(3)` measured in volts?

The p.d. across a 3Omega resistor is 6V. The current flowing in the resistor will be:

Three resistors 1Omega, 2 Omega and 3 Omega are connected to form a triangle. Across 3Omega a 3 V battery is connected. The current through 3Omega resistor is

A 4 V battery of internal resistance 1 Omega sends a current through a 3 Omega resistor. The terminal p.d. is

Three resistance 2Omega, 3Omega and 5Omega are connected in series and a p.d. of 20V is applied across the terminals of combination. The p.d. across 5Omega resistance is

Four resistors R_(1),R_(2),R_(3) and R_(4) are connected between two terminals A and B iin a network as shown in the diagram. A key K can connect the two points (see diagram) C and D. A constant potential difference (V_(A)-V_(B))=V is maintained between thhe points A and B Q. If V=25,R_(1)=1Omega,R_(2)=2Omega,R_(3)=3Omega and R_(4)=4Omega the current that will flow from C to D on connecting key K is

Find the current in 10Omega resistcance, V_(1) and source voltage V_(s) in the circuit shown in figure (V_(S)=V_(A)-V_(B))

Find the current in 10Omega resistcance, V_(1) and source voltage V_(s) in the circuit shown in figure (V_(S)=V_(A)-V_(B))

If a P.D. of 12 V is applied across a 3 omega resistor then the current passing through it is