-
A network contains linear resistors and ideal voltage sources. If values of all the resistors are doubled, then the voltage across each resistor is
-
- halved
- doubled
- increased by four times
- not changed
Correct Option: D
First Method :
| ratio is a constant R. If R is doubled current will become half. | ||
| I |
| V = 2R | = RI | |
| 2 |
Second Method :
| VR1 = | × R1 | |
| R1 + R2 |
| VR2 = | × R2 | |
| R1 + R2 |
If R1 and R2 are doubled, then
| V'R1 = | = VR1 | |
| 2(R1 + R2) |
| V'R2 = | = VR2 | |
| 2(R1 + R2) |