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1348) Differential Equation: $y^{''} + 10 y^{'} + 41 y = 0$ describes a series inductor-capacitor-resistor circuit in electrical engineering. The voltage across the capacitor is y (volts). The independent variable is $t$ (seconds). Boundary conditions at $t = 0$ are: $y = 7$ volts and $y^{'} = 5$ volts $/ sec$ . Determine the capacitor voltage at $t = 0.90$ seconds.

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second time posting
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1348) Differential Equation:

y^{''} + 10 y^{'} + 41 y = 0

describes a series inductor-capacitor-resistor circuit in electrical engineering. The voltage across the capacitor is y (volts). The independent variable is

t

(seconds). Boundary conditions at

t = 0

are:

y = 7

volts and

y^{'} = 5

volts

/ sec

. Determine the capacitor voltage at

t = 0.90

seconds.

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