8 questions · timed · auto-graded
| Colum $A$ | Colum $B$ |
| $Q.1.$ Inside a positively charged conducting sphere taking infinity as a reference point. | $a.$ Uniform non-zero electric field intensity in the vicinity. |
| $Q.2.$ Infinite sheet of charge having positive charges. | $b.$ Uniform decreasing potential in the vicinity. |
| $c.$ maximum magnitude of potential. |
| Colum $A$ | Colum $B$ |
| $Q.1.$ Positively charged ring. | $a.$ Electric field is uniform. |
| $Q.2.$ Infinite thin sheet of positive charge | $b.$ at the surface, electric field is dis-continuous. |
| $c.$ at the center, electric field is zero. |
| Colum $A$ | Colum $B$ |
| $Q.1.$ Positively charged Spherical conductor. | $a.$ Electric field is uniform. |
| $Q.2.$ Spherical non conductor having uniform volume charge distribution. | $b.$ at the surface, electric field is dis-continuous. |
| $c.$ At the surface , electric field is continuous and maximum. |
| Colum $A$ | Colum $B$ |
| $Q.1.$ Electirc current | $a.$ Volt×Ampere |
| $Q.2.$ Eelctric energy | $b.$ Ampere |
| $c.$ Joule |
| Colum $A$ | Colum $B$ |
| $Q.1.$ Watt | $a.$ Volt |
| $Q.2.$ Potential difference | $b.$ Electrical energy |
| $c.$ Volt×Ampere |
| Colum $A$ | Colum $B$ |
| $Q.1.$ Electric power | $a.$ Joule |
| $Q.2.$ kWh | $b.$ Electrical energy |
| $c.$ Watt |
| $A$ | $B$ |
| $Q.1.$ Copper | $a.$ Losing electric charge |
| $Q.2.$ Electric discharge | $b.$ Good conductor |
| $c.$ Protects buildings |
| $A$ | $B$ |
| $Q.1.$ Electron | $a.$ Protects buildings |
| $Q.2.$ Lightning rod | $b.$ Losing electric charge |
| $c.$ Negative charge |