# Question: The differential equation that describes the current

The differential equation that describes the current i0 (t) in a network is

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The terminal current in a network is described by the equation For the under damped circuit shown in Fig. 6.61 determine the voltage v(t) if the initial conditions on the storage elements are iL (0)=1 A and v(0) = 10 V. Given the circuit in Fig. 6.67, find the equation for i(t), t > 0. Design a parallel RLC circuit with R>=1kohm that has the characteristic equation S^2 + 4*10^7S +3*10^14 = 0Calculate the current in the capacitor if the voltage input is: (a) v1(t)=16 cos(377t – 22°) (b) v2(t)=8 sin(377t + 64°)Post your question