The options for a and b are just can or can't be a solution. A 2 X 2 constant matrix A has an eigenvalue -3+4i. Determine if each ofthe following could be a solution ofthe linear system y' = Ay.(a) e-3t(b) e4t-3 cos (4t) — 2 sin(4t) ]3 cos (4t) sin(4t)-2 cos(-3t)[2002 cos(-3t) + sin(-3t)[Select][Select]

Answered: Image /qna-images/answer/022b57c4-e606-4436-978a-ec631cb2a2f9.jpg

Answered: A 2 X 2 constant matrix A has an…

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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Bata Aerobics manufactures two models of steppers used for aerobic exercises, x number of luxury models and y number of standard models. Manufacturing each luxury model requires 10 lb of plastic and 10 min of labor. Manufacturing each standard model requires 16 lb of plastic and 8 min of labor. The profit for each luxury model is $35, and the profit for each standard model is $30. If 6000 Ib of plastic and 60 labor-hours are available for the production of the steppers per day, how many steppers of each model should Bata produce each day in order to maximize its profit? (х, у) г What is the optimal profit? $

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A 2 X 2 constant matrix A has an eigenvalue -3+4i. Determine if each of the following could be a solution of the linear system y' = Ay. (a) e -3t (b) et -3 cos (4t) - 2 sin(4t) ] 3 cos (4t) sin(4t) -2 cos(-3t) [2 co [2 cos(−3t) + sin(-3t) [Select] [Select]