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1. Consider a damped spring-mass system with m = 1kg, k = 4 kg/s^2 and b = 5 kg/s. a. Write the equation of motion (the differential equation) for this system b. Find the general solution y(t) c. Solve the initial value problem if y(0) = 1 and y'(0) = 0 y(t)

1. Consider a damped spring-mass system with m = 1kg, k = 4 kg/s^2 and b = 5 kg/s. a. Write the equation of motion (the differential equation) for this system b. Find the general solution y(t) c. Solve the initial value problem if y(0) = 1 and y'(0) = 0 y(t)

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1. Consider a damped spring-mass system with ? = 1kg, ? = 4 kg/s^2 and ? = 5 kg/s.
a. Write the equation of motion (the differential equation) for this system
b. Find the general solution
?(?) =
c. Solve the initial value problem if ?(0) = 1 and ?′(0) = 0
?(?) 

1. Consider a damped spring-mass system with m = 1kg, k = 4 kg/s^2 and b = 5 kg/s. a. Write the equation of motion (the differential equation) for this system b. Find the general solution y(t) c. Solve the initial value problem if y(0) = 1 and y'(0) = 0 y(t)
Transcribed Image Text:1. Consider a damped spring-mass system with m = 1kg, k = 4 kg/s^2 and b = 5 kg/s. a. Write the equation of motion (the differential equation) for this system b. Find the general solution y(t) c. Solve the initial value problem if y(0) = 1 and y'(0) = 0 y(t)
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