ABCD is a square, whose each side is a uniform wire of resistance 1 Ω. There is point E on CD such that if a uniform wire of resistance 1 Ω is connected across AE and a constant potential difference is applied across A and C, the points B and E will be equipotential. Value of length ratio CEED will be:

ABCD is a square, whose each side is a uniform wire of resistance 1 Ω

1.	ABCD is a square, whose each side is a uniform wire of resistance 1 Ω. There is point E on CD such that if a uniform wire of resistance 1 Ω is connected across AE and a constant potential difference is applied across A and C, the points B and E will be equipotential. Value of length ratio CEED will be:
Answer» $ABCD$ is a square, whose each side is a uniform wire of resistance $1 Ω$ . There is point $E$ on $C D$ such that if a uniform wire of resistance $1 Ω$ is connected across $A E$ and a constant potential difference is applied across $A$ and $C$ , the points $B$ and $E$ will be equipotential. Value of length ratio $\frac{C E}{E D}$ will be:

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