In the figure shown `i=10e^(-4t)`A. Find `V_L` and `V_(ab)`

In the figure shown i=10 e^(-41) A. Find B_(L) "and" V_(ab)

In the Figure shown i_1=10e^(-2t) A, i_2=4A and V_C=3e^(-2t)V . Determine a. i_L and V_L b. V_(ac), V_(ab), V_(cd)

In the Figure shown i_1=10e^(-2t) A, i_2=4A and V_C=3e^(-2t)V . Determine a. i_L and V_L b. V_(ac), V_(ab), V_(cd)

In the figure shown, i_(1)=10e^(2t)A , i_(2)=4A and V_(c)=3e^(-2t)V Determine (a) i_(L) and V_(L) (b) V_(ac) , V_(ab) and V_(cd)

In the figure shown V_(ab) at t=1 is

In the circuit shown in figure find V_(ab) at 1 s

In the circuit shown in figure find V_(ab) at 1 s

Find the equivalent resistance of the network shown in the figure between the points A and B if (i) V_(A) gt V_(B) (ii) V_(A) lt V_(B)

Find the equivalent resistance of the network shown in the figure between the points A and B if (i) V_(A) gt V_(B) (ii) V_(A) lt V_(B)

In figure i_(1) = 10 e^(-2t) A, i_(2) = 4 A, v_(C ) = 3 e^(-2t) V The current i_(L) is