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Math · Advanced Math
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Question B.4 - Series Solutions of Differential Equations The charge q on the capacitor in a simple RLC circuit is governed by the equation Lg (t) + R q(t) +でg(t) = E(t) where L is the inductance, R the resistance, C the capacitance, and E the voltage source. Since the resistance of a resistor increases with temperature, lets assume that the resistor is heated so that the resistance at time t is R (t) 1 +- 0(see Figure 1) If L 0.1 H, C = 2 F,E(t) 0, q(0) = 10 C and q(0) = 0 A, find at least the first four nonzero terms in Maclaurin series expansion about t- 0 for the charge on the capacitor. 0.1 henrys Y00000 2 farads q0) 10 coulombs q(0) = 0 amps R(t) /10 ohms B.4- An RLC circuit whose resistor is being heated

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