The circuit above is a little more complicated than those examples we\'ve worked

Question

The circuit above is a little more complicated than those examples we've worked with thus far. This circuit contains three cmf sources, two capacitors, and three resistors. Despite the complexity of the circuit, you could analyze the current at any point in the circuit as a function of time using Kirchhoff's loop rules (charge and energy conservation). Without knowing the values of each emf, we can still analyze the circuit assuming the current moves in the pattern shown above. Using the currents i_1 i_2, i_3, and assuming is the charge on capacitor 1, and Q_2 is the charge on capacitor 2, which of the following loop equations are valid? emf_1 - i_1R_1 - i_2R_3 - emf_2-i_1R_2 = C. Case A: i = emf/r_2 Case B: i = 3. Case A: i =emf/r^2 + r_1 Case B: i = 0 Case A: i = 0. Case B: i = 0 Case A; emf/r^2 +r_1 case = emf/r_1

Explanation / Answer

There is no explaination to this it is simple kirchhoff's law

3. A,B,C are right equations

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