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In a meter bridge the balancing length r...

In a meter bridge the balancing length rom the left end (standard resistance of `1Omega` is in the right gap) is found to be 20 cm . The value of the unkown resistance is

A

`0.3Omega`

B

`0.2Omega`

C

`0.25Omega`

D

`0.5Omega`

Text Solution

Verified by Experts

The correct Answer is:
C

Let `1_1=l`
`l_2= l+10%` of `l`
`l+(10l)/(100)`
= `(110l)/(100)`
We know that , `R alpha l^2`
`(R_1)/(R_2)= ((l_1)/(l_2))^2`
Rightarrow `(10)/(R_2)= ((100)/(110))^2`
therefor `R_2= 12.1Omega`
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