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Question

In a balanced wheatstone bridge, current in the galvanometer is zero. It remains zero when
(1) The emf is increased
(2) All resistance are increased by 10 Ω
(3) All resistance are made five times.
(4) The battery and the galvanometer are interchanged.

A
(1),(3) and (4) are correct.
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B
Only (1) is correct.
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C
(1),(2) and (3) are correct.
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D
(1) and (3) are correct.
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Solution

The correct option is A (1),(3) and (4) are correct.

The necessary condition for a balanced wheatstone bridge:

R1R2=R4R3

R1R3=R2R4 ....(i)

We can observe that the emf of battery has nothing to do with the condition for a balanced wheatstone bridge.

A balanced bridge remains unaffected from the change in emf of battery.

Hence statement (1) is correct

When each resistance is increased by 10 Ω, then equation (i) will no longer hold. Thus balanced condition of wheatstone bridge will get altered.

(R1+10)(R3+10)(R2+10)(R4+10),

Hence statement (2) is incorrect

If all the resistances are increased five times, then the multiplication factor gets cancelled from the two sides of Eq.(i), thus the balancing condition is maintained.

(5R1)(5R3)=(5R2)(5R4)

Or, R1R3=R2R4

Hence statement (3) is correct

When the position of battery and galvanometer are interchanged in a balanced wheatstone bridge, it will again lead to equal potential across the diagonal arm.

Since, R1R3=R2R4


Hence this is also a balanced wheatstone bridge.

Therefore statement (4) is correct
Why this question?
Concept Involved–––––––––––––––––: Always remember that if position of battery and galvanometer are exchanged then also a balanced wheatstone bridge will remain balanced.

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