The equation for the voltage vt across a capacitor as a function of time v(t) ==ice)dt + Qo where it


The equation for the voltage vt abutting a capacitor as a employment of season v(t) ==ice)dt + Qo where it is the applied prevalent and Q, is the judicious direct. A assured capacitor has a capacitance of C = 10-2 F. If a prevalent of I() = 0.2[1 + sin(2000) A is applied to the capacitor, scold and conspire the prevalent and the voltage as employments of season balance the age osts 31/400 seconds if the judicious direct on the capacitor is nothing. Also, individualize the voltage at t = 31/400 seconds.