Find the inverse Laplace transform of 2s s+1 F(s) = e g2 – 2s + 2 -

Q: 13s 6+75 (s2-4)(s2+9)

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Q: Describe in your own words the method you would use to find the Laplace transform of the first…

A: The Laplace transform of function f(t) is given by Lft=∫0∞e-stft dt and is denoted by F(s). We can…

Q: s+7 s2-3s-10

A: If the Laplace transformation of the function: y(t) is Y(s), then it can be written that Ly(t)=Y(s)…

Q: f (t)%3 3e ' cosh ( In 2r)

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Q: 1. Solve: 2y' — y y (1) = es; y (0) = 2 ? Which of the following is within 0.01 of the right answer:…

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Q: Seleccionar la opción que contiene la transformda inversa de Laplace de F (s) = 7e 53+4s+s? a) f (t)…

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Q: f(d) = e-2d d4

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Q: Derive the 1st Shifting Property from the defifinition of the Laplace transform.

A: First shifting property:If,

Q: dt (te-¹u (t))?

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Q: 25 s3(s2 +4s+5)

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Q: f(t) = t2 cos 2t.

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Q: -2x jika x > 0 jika x <0 f(x) =

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Q: L { cosh It

A: A Hyperbolic function is given.

Q: L[sin(3t - 4n)]

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Q: Obtain the F(s) of the following f(t) 1. f(t) = } (-1 0st<1 ={'1 t21

A: we have given the function f(t)=-1  , 0≤t&lt;1  1  ,    t≥1 we have to find the Laplace…

Q: -t cos(3t

A: To solve this problem, we  use the  result of laplace transformation.

Q: Transform * y = 3sinh (3t) 3 s² +9 3 s² - 9 OA) O B) Transform * s² + 1 S³ + s OA) OB) 1 - sint 9 s²…

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Q: y"" + 3y" +3y' + y = 0, y(0) = 7, y'(0) =-7, y"(0) = 11

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Q: tsin 3t fre>=5. ー3七

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Q: 3s-2 2s2-4s+2

A: The given function is                                             3s-22s2-4s+2

Q: i{tsinst t}

A:

Q: A piezoelectric transducer has an input Solve the differential equation to find e. For t = T-, find…

A: From the given information:

Q: if t 5. t-5 ● i +7x = 4t, x(0) = 5 • ï + 14x + 58x = 174, x(0) = (0) = 0

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Q: x" (t) – x' (t) = te*, x (0+) = 1, x' (0+) = 0. --

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Q: 6s + 15 s >0 s2 + 25

A: The given function is    9s+15s2+25        s&gt;0     we have to find inverse Laplace Transform of…

Q: ty"-ty' + y = 2, y(0) = 2, y'(0) = -4

A: Given the DE .We will use the following formulas after applying the Laplace transformation.