(Solved): The output, voltage of an AC generator is given by change in v= (1.29E2 V) sin (45pi t). The generat ...

The output voltage of an $AC$ generator is given by $?v=\left(1.29\times 10^2\mathrm{V}\right)\sin (45?t)$. The generator is connected across a $0.500\mathrm{H}$ inductor. Find the following. (a) frequency of the generator $\mathrm{Hz}$ (b) rms voltage across the inductor (c) inductive reactance $?$ (d) rms current in the inductor (e) maximum current in the inductor A (f) average power delivered to the inductor W (g) Find an expression for the instantaneous current, (Use the following as necessary: $t$ ) (h) At what time after $t=0$ does the instantaneous current first reach $1.00\mathrm{A}$ ? (Use the inverse sine function.) Your response differs significantly from the correct answer. Rework your solution from the beginning and check each step carefully, ms