In a metre bridge experiment null point is obtained at $40$cm form one end of the wire when resistance X is balanced against another resistance Y. If X $<$ Y, then the new position of the null point from the same end, if one decides to balance a resistance of $3$X against Y, will be close to.
In a Wheatstone's bridge, there resistances P, Q and R connected in the three arms and the fourth arm is formed by two resistances $S _1$ and $S _2$ connected in parallel. The condition for bridge to be balanced will be :
In a meter bridge an unknown resistance P is connected in the left gap and a $50 \Omega$ resistance in the right gap. Null point is obtained at x cm from the left end. The unknown resistance now shunted with an equal resistance. Find the value of the resistance in the right gap so that the null point is not shifted.
In a metre bridge experiment, the null point is obtained at $20\ cm$ from one end of the wire when the resistance $X$ is balanced against another resistance $Y$, where $Y>X$. What will be the new position of the null point, from the same end, if one decides to balance a resistance of $12/7$ against $Y$?
Two resistors $R _1$ and $R _2$ are connected in the left gap and right gap of a meter bridge, and the null point is obtained at $20\;cm$ from the left. On interchanging the resistors in the two gaps. the null point shift by.
In the measurement of resistance by a metre bridge, the known and unknown resistance are interchanged to eliminate
Two equal resistances are connected in the gaps of a meter bridge. If the resistance in the left gap is increased by $10\%$, the balancing point shift :
The balancing point in a meter bridge is 44 cm. If the resistances in the are gaps are inchanged the new balance point is
In a meter bridge setup, which of the following should be the properties of the one meter long wire?
A $6\Omega$ resistance is connected in the left gap of a meter bridge. In the second gap $3\Omega$ and $6\Omega$ are joined in parallel. The balance point of the bridge is at __