differential equations homework on webassign 9
Do you need academic writing help with your homework? Let us write your papers.
Order a Similar Paper
Order a Different Paper
I need someone to solve this for me please?
- Rewritey(t) = -1/2 sin(3t) + 2cos(3t) to Simple Harmonic Formy(t) = A sin()
- A 16-pound weight is attached to a 5-ft-long spring. At the equilibrium the spring measures 8.2ft. If the weight is pushed up and released from rest at a point 2ft above the equilibrium position, find the motion x(t) if the surrounding medium offers a dumping resistance numerically equal to the velocity and the system is being driven by an external force f(t) = sin(t).
(Keep the exact value of amplitude A as the fraction with the square root.)
Save your time - order a paper!
Get your paper written from scratch within the tight deadline. Our service is a reliable solution to all your troubles. Place an order on any task and we will take care of it. You won’t have to worry about the quality and deadlines
Order Paper Now
Answer: y(t) = _____________________________________________________________
1. Find the inverse of Laplace transform for f(t):
L– 1 { }=f(t ) = _______________________________________________________,
Then, f (1) = _________________________, f(3) = ___________________________________.
2.Solve for y(t) from the integral equation:y’(t)=1 –sin(t) with y(0) = 0.
Answer:y(t) =__________________________________________________________________
- Solve for y(t):y†+ 16y=f(t)= { with y(0) = 0 and y’(0) = 0.
