Question: Differential Equations 6. Given the differential equation and initial conditions for a mass-spring system: (Do NOT solve) ac(t) + 2x'(t) + 1739 = 0 33(0)

Differential Equations

Differential Equations 6. Given the differential equation and initial conditions for a

6. Given the differential equation and initial conditions for a mass-spring system: (Do NOT solve) ac\"(t) + 2x'(t) + 1739 = 0 33(0) 2 1, $'(0) = - 5 a) The m of the problem is 33(25) = e't(cos 4t sin 415) Is the motion of the mass critically damped, over damped, or under damped? Why? (4 points) b) Write 33(t) = e_t(cos 4t sin 475) in the form z(t) = Ae'tsin(4t + (25) with 0 g 4')

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