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Upload answer sheets The charge that is stored at any time t (in seconds) on the capacitor in an LRC-series circuit, driven by an external emf E(t) volts, is governed by the differential equation: d2 q dq d12 + R- q = E(t), where L, R and C are the inductance (in henrys), the resistance (in ohms) and the capacitance (in farads) respectively. If the initial charge on the capacitor is 0 coulomb and initial current is 2 amperes, find transient and steady-state parts of the charge q(t) in the circuit with L = 0.1, R = 2, C =0.01 and E(t) = 3 cos 60t - 6 sin 60t. to check your submission