[" 17.Two resistance are measured in ohm and is "],[" given "as: "],[R_(1)=3Omega+-1%],[R_(2)=6Omega+-2%]

Two resistance are measured in ohm and is given as:- R_(1)=3Omega+-1% &R_(2)=6Omega+-2% When they are connected in parallel, the percentage error in equivalent resistance is

Two resistance are measured in ohm and is given as:- R_(1)=3Omega+-1% &R_(2)=6Omega+-2% When they are connected in parallel, the percentage error in equivalent resistance is

Two resistance are measured in ohm and is given as:- R_(1)=3Omega+-1% &R_(2)=6Omega+-2% When they are connected in parallel, the percentage error in equivalent resistance is

The measurement of an unknown resistance R is to be carried out using Wheatstone bridge (see Fig. 2(EP).3). Two students perform an experiment in two way. The first student takes R_(2)=10 Omega and R_(1)=5Omega . The other student takes R_(2)=1000Omega and R_(1)=500Omega . In the standard arm, both take R_(3)=5Omega . Both find R=(R_(2))/(R_(1))R_(3)=10Omega within errors.

The measurement of an unknown resistance R is to be carried out using Wheatstone bridge (see Fig. 2(EP).3). Two students perform an experiment in two way. The first student takes R_(2)=10 Omega and R_(1)=5Omega . The other student takes R_(2)=1000Omega and R_(1)=500Omega . In the standard arm, both take R_(3)=5Omega . Both find R=(R_(2))/(R_(1))R_(3)=10Omega within errors.

The potential difference in volt across the resistance R_(3) in the circuit shown in figure, is (R_(1)=15Omega,R_(2)=15Omega, R_(3)=30Omega, R_(4)=35Omega)

The potential difference in volt across the resistance R_(3) in the circuit shown in figure, is (R_(1)=15Omega,R_(2)=15Omega, R_(3)=30Omega, R_(4)=35Omega)

In Fig. 27-43, the current in resistance 6 is i_(6)= 2.80 A the resistances are R_(1)=R_(2)=R_(3)=2.00 Omega, R_(4)=16.0 Omega, R_(5)=8.00 Omega and R_(6)=4.00 Omega . Wat is the emf of the ideal battery?

In a Wheatstone bridge, three resistance, P, Q and R are connected in the three arms and fourth arm is formed by two resistance s_(1) and s_(2) connected in parallel. The condition for the bridge to be balanced for ratio ((p)/(Q)) is (given R=10Omega, S_(1)=6Omega, S_(2)=3Omega )