The general solution to the differential equation is the function y(t) equal to: d¹y dt4 dt2 d²y +10- +25y = 0 Select one: ○ c₁ cos(5+)+ €2 sin(5t) + t (c3 cos(√√5t) + c4 sin(√√5t)) Oc₁ cos(5) C2 sin(5t) + t (c3 cos(5t) + c4 sin(5t)) Oc₁ cos(√√5t) + €2 sin(√√/5t) + t (c3 cos(√5t) + c sin(√5t)) O none of these Oc₁ cos(√5t) + €2 sin(√√5t) + (c3 cos(5t) + c4 sin(5t))

The general solution to the differential equation is the function y(t) equal to: d¹y dt4 dt2 d²y +10- +25y = 0 Select one: ○ c₁ cos(5+)+ €2 sin(5t) + t (c3 cos(√√5t) + c4 sin(√√5t)) Oc₁ cos(5) C2 sin(5t) + t (c3 cos(5t) + c4 sin(5t)) Oc₁ cos(√√5t) + €2 sin(√√/5t) + t (c3 cos(√5t) + c sin(√5t)) O none of these Oc₁ cos(√5t) + €2 sin(√√5t) + (c3 cos(5t) + c4 sin(5t))

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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