The entire network shown here, has uniform wire having resistance per unit length as 1Omega//m. It is placed in a uniform but time varying magnetic field vecB(directed into the plane). If the strength of the magnetic field is increasing at 1T//s, the ratio I_(1)//I_(2) equals

The entire network shown here, has uniform wire having resistance per

1.	The entire network shown here, has uniform wire having resistance per unit length as 1Omega//m. It is placed in a uniform but time varying magnetic field vecB(directed into the plane). If the strength of the magnetic field is increasing at 1T//s, the ratio I_(1)//I_(2) equals
Answer» `2` `4` `1//3` `1//6` Solution :`3(I_(1)+I_(2))+I_(1)=1` `RARR 4I_(1)+3I_(2)=1`…..(`i`) `2I_(2)-I_(1)=1//2` `rArr-2I_(1)+4I_(2)=I`……(`ii`) By solving equations (`i`) and (`ii`) `(I_(1))/(I_(2))=(1)/(6)`

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The entire network shown here, has uniform wire having resistance per unit length as 1Omega//m. It is placed in a uniform but time varying magnetic field vecB(directed into the plane). If the strength of the magnetic field is increasing at 1T//s, the ratio I_(1)//I_(2) equals

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