Hey.
I have math problem i cant solve and i was hoping that someone here could do it. Heres problem:
Suppose a mass of 2kg is attached to a spring where the constant is 10 N/m. Suppose the mass is suspended in a liquid that provides damping equal to 4 times the instantaneous velocity, and that a force F(t)=e^-t+cos2t is applied instantaneously to the system at t=0. Solve the corresponding differential equation: mx''+Bx'+kx=F(t), subject to the mass being at the equilibrium position initially with an initial downward velocity of 1 m/s.
I have math problem i cant solve and i was hoping that someone here could do it. Heres problem:
Suppose a mass of 2kg is attached to a spring where the constant is 10 N/m. Suppose the mass is suspended in a liquid that provides damping equal to 4 times the instantaneous velocity, and that a force F(t)=e^-t+cos2t is applied instantaneously to the system at t=0. Solve the corresponding differential equation: mx''+Bx'+kx=F(t), subject to the mass being at the equilibrium position initially with an initial downward velocity of 1 m/s.