[" 1) "sqrt(2)R^(2)" ."sqrt(3)K],[" Two circular coils are made of two identical "],[" wires of same length and carry same current."],[" If the number of turns of the two coils are "4],[" and "2," then the ratio of magnetic induction at "],[" the centres will be "]

Two circular coils are made of two identical wires of the same length. If the number of turns in the two coils are 4 and 2, then the ratio of magnetic inductions at the centre will be

Two circular coils are made of two identicle wires of length 20 cm. One coil has number of turns 9 and the other has 3. If the same current flows through the coils then the ratio of magnetic fields of induclion at their centres is

A coil one turn is made of a wire of certain lenghth and then from the same length a coil of two turns is made. If the same current is passed both the cases, then the ratio of magnetic induction at there centres will be

A coil one turn is made of a wire of certain lenghth and then from the same length a coil of two turns is made. If the same current is passed both the cases, then the ratio of magnetic induction at there centres will be

Two identical wires each of length L are bent to form a circular loop and a square loop. If the same current i flows in the two wires, then the ratio of the magnetic inductions at the centre of the circular and square loops is :

Two coils are made of copper wires of same length in the first coil the number turns is 3n and radius is r. In the second coil number of turns is n and radius is 3r the ratio of self inductances of the coils will be :-

Two flat circular coils A and B are made from two identical copper wires, each of length 50 cm. If the number of turns inA and B are 6 and 3 respectively, and the same current flows though them, then the ratio of the magnetic fields at the currents of A and B will be

Two circular coils have radii in ratio 3:4 and ratio of number of turns is 2:3 . The ratio of currents through coils is 1:4 find the ratio of magnetic induction of their centre.