MATH 222 Midterm: MATH 222 NJIT M222 E3F07

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A mass weighing 8 lb is attached to a spring and to a viscous damper. Find the time when the mass first lb/ft. The mass is set in motion from its (a) 10 use the definition of laplace transform to find the laplace transform of. # " > _ (b) 10 find the laplace transform of. C ! ! c ! ! w. (a (10) assume g(s)= [g(t)] and use a convolution integral to solve the ivp: C ! ! c ! ! w (b) (6) the system in problem 5(a) will exhibit resonance. C > " c >c #c %c &> ) transform the given ode into a system of first order ode"s:

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