Asnwer When calculing the Laplace transform of the function f(t)=tcos(4t) is obtained as a result A- S^2+16/ (s^2+16)2 B- 16/s^2+16 C-S / S^2+16 D- S^2-16/ (s^2+16)^2|
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- Find Fourier transform for f (t-2)Find the transform of the function below. j(t) = 3sinh(2t)+3sin(2t) A 6/(s^2 - 4) + 6/(s^2 - 4) В 6/(s^2 - 4) + 6/(s^2 + 4) C 6/(s^2 + 4) + 6/(s^2 + 4) 6/(s^2 + 4) - 6/(s^2 + 4) E 6/(s^2 - 4) - 6/(s^2 +.Determine the transform of the following functions using any methods . 1/4 t^2 - 2/3 t^4 + t^3/2
- writing the given quadratic s^2 +6s + 10 in the form (s+a)^2 + B^2 (that is to complete the square). I then want to compute the inverse Laplace transform of the function (s+1) / (s^2+6s+10). Thank you so much for the help.Find the laplace transform of x(t)=tcosh(6t) Select the correct response: O (s^2 + 36) /[(s^2 -36 )^2] O s/(s^2 -36) O (s^2 + 36) /(s^2 -36 ) O (s^2 - 36) /[(s^2 +36 )^2]Find the Fourier Cosine Transform of the function -mx ƒ(x)=(ae-¹ + be=mx)³_if_x>0 if a = 5, b = 4, m = 6, and n = 4. Then, evaluate the transform if w = 16.7. Round off the final answer to five decimal places.