Question (1 point) Solve the IVP day dy + 8 +80y= 0, y(0) = 0,4'(0) = 9 dt2 dt The Laplace transform of the solutions is L{y} = 9/((s^2)+8s+80) By completing the square in the denominator we see that this is the Laplace transform of shifted by the rule (Your first answer blank for this question should be a function of t). Therefore the solution is y =

41ZOUR The Asker · Calculus

Transcribed Image Text: (1 point) Solve the IVP day dy + 8 +80y= 0, y(0) = 0,4'(0) = 9 dt2 dt The Laplace transform of the solutions is L{y} = 9/((s^2)+8s+80) By completing the square in the denominator we see that this is the Laplace transform of shifted by the rule (Your first answer blank for this question should be a function of t). Therefore the solution is y =
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Transcribed Image Text: (1 point) Solve the IVP day dy + 8 +80y= 0, y(0) = 0,4'(0) = 9 dt2 dt The Laplace transform of the solutions is L{y} = 9/((s^2)+8s+80) By completing the square in the denominator we see that this is the Laplace transform of shifted by the rule (Your first answer blank for this question should be a function of t). Therefore the solution is y =