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Two resistances are connected in two gaps of a meter bridge. The balance point is `20 cm` from the zero end. A resistance of `15 Omega` is connected in series with the smaller of the two. The null point shifts to `40 cm`. The value of the smaller resistance in `Omega` is

A

3

B

6

C

9

D

12

Text Solution

Verified by Experts

The correct Answer is:
C

`P/Q=20/(100-20) or Q=4P`….i
`:. `PltQ`
Now,` (P+15)/Q=40/(100-40)`
`or (P+15)/Q=2/3`
Solving these two equations we get
`P=9Omega`
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DC PANDEY-CURRENT ELECTRICITY-Level 1 Objective
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  9. Potentiometer wire of length 1 m is connected in series with 490 Omega...

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  10. Find the ratio of currents as measured by ammeter in two cases when th...

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  11. A galvanometer has a resistance of 3663Omega. A shunt S is connected a...

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  12. The network shown in figure is an arrangement of nine identical resist...

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  13. The equivalent resistance of the hexagonal network as shown figure be...

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  14. A uniform wire of resistance 18 Omega is bent in the form of a circle....

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  15. Each resistor shown in figure is an infinite network of resistance1Ome...

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  16. In the circuit shown in figure the total resistance between points A a...

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  17. In the circuit shown in figure R=55 Omega the equivalent resistance be...

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  18. The resistance of all the wires between any two adjacent dots is R. Th...

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  19. A uniform wire of resistance 4Omega is bent into circle of radius r. ...

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  20. In the network shown in figure, each resistance is R. The equvalent r...

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