"il 64% 11:37 PM Tutorial 16-04-2021.docx 1. Solve by variation of parameter method. y "+4y = sin? 2t 2. Solve by undetermined coefficient method. y"-6y'+25 y = 2 sin -a t - Cos 2 2 3. A steel ball weighing 128 lb is suspended from a spring, whereupon the spring is stretched 2 ft from its natural length. The ball is started in motion with no initial velocity by displacing it 6 in above the equilibrium position. Assuming no air resistance, find (a) an expression for the position of the ball at any time t, and (b) the position of the ball at t = sec. 12 4. Find the distance at any time of a periodic oscillations of a damped mass-and-spring system with m= 1,c= 2, and k = 26under the influence of an external force F(t) =82cos 4t with x(0) = 6 and x'(0) = 0.
"il 64% 11:37 PM Tutorial 16-04-2021.docx 1. Solve by variation of parameter method. y "+4y = sin? 2t 2. Solve by undetermined coefficient method. y"-6y'+25 y = 2 sin -a t - Cos 2 2 3. A steel ball weighing 128 lb is suspended from a spring, whereupon the spring is stretched 2 ft from its natural length. The ball is started in motion with no initial velocity by displacing it 6 in above the equilibrium position. Assuming no air resistance, find (a) an expression for the position of the ball at any time t, and (b) the position of the ball at t = sec. 12 4. Find the distance at any time of a periodic oscillations of a damped mass-and-spring system with m= 1,c= 2, and k = 26under the influence of an external force F(t) =82cos 4t with x(0) = 6 and x'(0) = 0.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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