Figure shows a circuit with three ideal batteries in it. The circuit elements h ave the following values

`DeltaV_(B_(1))=3.0V,DeltaV_(B_(2))=6.0V`
`R_(1)=2.0Omega,R_(2)=4.0Omega` The currents `i_(1) ,i_(2)` and `i_(3)` as shown in the circuit have the values.

In the following circuit , E_1 = 4V, R_1 = 2 Omega, E_2 = 6 V, R_2 = 2Omega, and R_3 = 4Omega. Find the currents i_1 and i_2

In the following circuit , E_1 = 4V, R_1 = 2 Omega, E_2 = 6 V, R_2 = 2Oemga, and R_3 = 4Omega. Find the currents i_1 and i_2

In the circuit shown below E_(1) = 4.0 V, R_(1) = 2 Omega, E_(2) = 6.0 V, R_(2) = 4 Omega and R_(3) = 2 Omega . The current I_(1) is

In the circuit shown below E_(1) = 4.0 V, R_(1) = 2 Omega, E_(2) = 6.0 V, R_(2) = 4 Omega and R_(3) = 2 Omega . The current I_(1) is

Figure 27-11a shows a multiloop circuit containing one ideal battery and four resistances with the following values: R_(1)=20 Omega, R_(2)=20 Omega, epsi=12V , R_(3)=30 Omega, R_(4)=8.0 Omega (a) What is the current through the battery? (b) What is the current i_(2) through R_(2)? (c) What is the current i_3" through "R_3?

The emf and resistances in the circuit of Fig 27-8a have the following values: epsi_(1)=4.4 V. epsi_(2)=2.1V , r_(1)=2.3 Omega, r_(2)=1.8 Omega, R=5.5 Omega (a) What is the current I in the circuit? (b) What is the potential difference between the terminals of battery 1 in Fig. 27 8a?

In the circuit shown in adjoining fig E =10V, R_(1)=1 Omega R_(2)=2 Omega, R_(3)=3 Omega and L=2H . Calculate the value of current i_(1), i_(2) and i_(3) immidiately after key S is closed :-

In the circuit shows in Fig E = 15 V , R_(1) = 1Omega , R_(2) = 1 Omega , R_(3) = 2Omega , and L = 1.5 H . The currents flowing through R_(1),R_(2) ,and R_(3) are i_(1),i_(2) , and i_(3) , respectively. After the circuit reaches the steady state,