In the circuit shown, the resistance of each resistor is $10\Omega$, then the equivalent resistance in $\Omega$ between points $A$ and $B$ is_______

The charge stored (in $\mu \mathrm{C}$) by the capacitor, in the circuit shown in steady state is______
(Given $CE=14\mu C$)

Current (in $A$) in each $3\Omega$ resistance is_______

Equivalent resistance (in $\Omega$) between points $A$ and $B$ is_______ (Given $r=10\Omega$)

The equivalent resistance (in $\Omega$) between points $A$ and $B$ would be_______

(Approximate the answer to two decimal places)

In the following figure, the current in arm $AB$ is_______

At $t=0$, capacitor is uncharged. If current through capacitor as function of time is $\frac{2V}{3R}{e}^{-\frac{2t}{NRC}}$ then find $N$_______

Consider the circuit shown in figure. The current flowing in the branch $cd$ is $\frac{E}{Nr}$, value of $N$ is_______