The equation di/dt^2+R/L di/dt + 1/LCi=0 represents a current i flowing in an electrical circuit containing...
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The equation d²i/dt^2+R/L di/dt + 1/LCi=0 represents a current i flowing in an electrical circuit containing resistance R, inductance L and capacitance C connected in series. If R=200ohms. L=0.20 henry and C=20 x 10-farads, solve the equation for i given the boundary conditions that di when 1=0,i=0 and dr = 100. The equation d²i/dt^2+R/L di/dt + 1/LCi=0 represents a current i flowing in an electrical circuit containing resistance R, inductance L and capacitance C connected in series. If R=200ohms. L=0.20 henry and C=20 x 10-farads, solve the equation for i given the boundary conditions that di when 1=0,i=0 and dr = 100.
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