Question

change flowing in hime ( t=T )
( q=int_{0}^{i d t} )
( =int_{0}^{0}left(1-e^{-t_{gamma}}right) d t )
( =frac{i_{0} T}{e}=frac{frac{E}{R} times frac{L}{R}}{e^{e}} )
( =frac{E L}{R^{2} e} cdot sqrt{sin s}=frac{varepsilon L}{e R^{2}} )

# An inductor-resistance-battery circuit is switched on a + = 0. If the emf of the battery is e, find the charge which passes through the battery in one time constant t.

Solution