A `6Omega` resistance is connected in the left gap of a meter bridge.In the second gap `3Omega` and `6Omega` are joined in parallel.The balance point of the bridge is at

Two equal resistance are connected in the gaps of a metre bridge. If the resistance in the left gap is increased by 10\%, the balancing point shift

Two equal resistance are connected in the gaps of a metre bridge. If the resistance in the left gap is increased by 10% the balancing point shift

When an unknown resistance and a resistance 6Omega are connected in the left and right gaps of a meter bridge the balance point is obtained at 50 cm. if 3Omega resistance is connected in parallel to resistance in right gap, the balance point is

When an unknown resistance and a resistance of 4Omega are connected in the left and right gaps of a meterbridge, the balance point is obtained at 50 cm. the shift in the balance point if a 4Omega resistance is now connected in parallel to the resistance in the right gap is

An unknown resistance is connected in a left gap of a metre bridge . The balance point is obtained when a resistance of 10 Omega is taken out from the resistance box in the right gap. On increasing the resistance from the resistance box by 12.5 Omega the balance point shifts by 20 cm. find the unknown resistance.

When a metal conductor connected to left gap of a meter bridge is heated, the balancing point

Resistance of 12 Omega and X Omega are connected in parallel in the left gap and resistances of 9 Omega and 7 Omega are connected in series in the right gap of the meter bridge. If the balancing length is 36 cm, then the value of resistance X is

n identical resistors are taken (n)/(2) resistors are connected in series and the remaining are connected in paralle. The series connected group is kept in the left gap of a meter bridge and the parallel connected group in the right gap. The distance of te balance point from the left end of the wire is