Four resistances, each of `10 Omega`, are connected to form a square as shown in (Fig. 3.52), find the equivalent resistance between the opposite corners `A and C`.
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Four resistances, each of 10 Omega , are connected to form a square as shown in (Fig. 3.52), find the equivalent resistance between two points on any one side (AB). .

Five resistance, each of 5Omega are connected as shown in figure. Find the equivalent resistance between points (1) A and B , (2) A and C .

Eight resistances each of resistance 5 Omega are connected in the circuit as shown in figure. The equivalent resistance between A and B is

Six equal resistances, each 1 Omega , are joined to form a network as shown in fig. Then the resistance between any two corners is

For the circuit shown in fig. the equivalent resistance between A and C is

Six equal resistances, each 1 Omega, are joined to form a network as showing figure Then the resistance between any two corners is

Four wires of equal length and of resistance 5ohm each are connected in the form of a square. The equivalent resistance between the diagonally opposite corners of the square is

Eight identical resistance each 15Omega are connected along the edge of a pyramid having square base as shown. Find the equivalent resistance between A and D in Omega

Five resistance are connected as shown in the figure. The equivalent resistance between points A and C is