27-12 s L-1 (s+4)(s²+9)

Q: Find the Inverse Laplace Transform 42 9s-30

A:

Q: The Laplace transform of -5t, Select one: O F(s) 3e-5(s+2) s+2 F(s) = 3e-2s S O F(s) 3e-2s+5 s+5

A: Formula Used: 1) L{ect g(t)}=G(s-c)2) L{u(t-c)}=e-css

Q: 7 The inverse Laplace Transform of the F(s)==+ is (s-3)

A:

Q: ) Find the inverse Laplace transform, L-1{- 5 3 +e-2s s + 4. (s + 2

A: Find the inverse laplace transform using shifting theorem

Q: 8s + 12 S s2 + 4s + 29

A: To find the inverse Laplace transform L-1 8s+12s2+4s+29 consider,  8s+12s2+4s+29 = 8ss2+4s+29…

Q: Find1 the inverse Laplace transform of A) 4/(s-1)^3 B) s+17 s²+4s-5

A: To find the inverse linear transform of the given functions.

Q: Find the inverse Laplace transform of a (1+ s2 + a2 Cs le

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Q: Find the inverse Laplace transform of the following: H(s)=2e-s/s2(s+3)

A: Thanks for the question :)And your upvote will be really appreciable ;)

Q: 1 s²+4s+4

A:

Q: Find the inverse Lapace Transform    L^(-1) {1/[(s^2 +9)^2]}

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Q: Evaluate the inverse Laplace transform L^-1 { (1 + e^-2s)^2 / (s + 2) }

A: Solution

Q: 40s (s+1)(s+9)(s2-9)

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Q: 2 1 2 7.L- 's+ 3 s+1 S- 4

A:

Q: s+1 s2-16

A:

Q: Find the inverse Laplace transform of (s² + 4) s(s² +16)

A:

Q: Evaluate the Inverse Laplace Transform 35+1 F(s)=- (s- 25)

A: Given is a function F(s)   To Find: Inverse Laplace Transform of F(s)

Q: S s2 + 2 s3 S

A:

Q: Determine the inverse laplace transform: 3(s-5)/s2+9

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Q: Find the inverse Laplace transform of: s² + 4 S

A: Inverse Laplace

Q: 24. F(s) = 6-3/2

A:

Q: Find inverse Laplace transform of: S- 10 S2 - 25 + 10

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Q: Find the Inverse Laplace transform of  (6s+3)/ (s^4)+(5s^2)+4

A: To find the inverse laplace of any rational function , write the partial fraction of the function .…

Q: 3s + 5 తాలి 2 -9 s > 3 S

A:

Q: Find the Inverse Laplace transform of: 5s-2 а) s?(s+2)(s-1)

A:

Q: s+5 s2+9

A: Given term is: s+5s2+9

Q: Find the inverse Laplace transform of: F(x) = (4s2-2s+2) / [(s2-4)(s)]

A: Given :    f(x) = 4s2-2s+2s2-4s

Q: -s-1 1. F(s) s2+s-2 2s+5 2. F(s) (s-3)2

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Q: 1 2) F(s)=- s'+4s

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Q: Find the inverse Laplace Transform of: s- 1 (s – 2)(s – 3)(s – 4)

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Q: 2 s+9 s- 5 4. 1.

A: Please find attachment for the details solution

Q: Determine the inverse Laplace transform of the given function 25 L-1 [s²(s² + 4s + 5)]

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Q: Give the inverse Laplace transform of 4 4 S F(s) = + 2e-48 + 3e-4s (s+3)²

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Q: Evaluate the inverse Laplace transform: 4s+1 {부

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Q: 4.The inverse Laplace transform of { S-3 } is (s-3)2+16

A: ' According to the guidelines iisued by the company we are supposed to answer only one question.…

Q: 1 5) F(s)=- s-2s'

A:

Q: Find the inverse Laplace transform of S (s2+s+2) (s+4)

A: Find

Q: Evaluate the inverse laplace transform of : 13s (a) (s2–4)(s2+9) 40s (b) (s+1)(s+9)(s²-9)

A:

Q: Find L-1 s+2 s2+4s+5

A: We have to find Inverse Laplace transform of given function.

Q: Find the Inverse Laplace transform of s – 1 s +1 + s2 1 - F(s) = (s² + 2s + 4) (s² + 5s + 6)

A: Simplify the function and then apply Inverse Laplace transformations to it. Solve it further to get…

Q: Find the laplace transform of [ 2/(s +1)]- [ 4/(s + 3) ].

A: If L[f(t)]=F(s), then f(t) is called inverse Laplace transform of F(s); f(t)=L-1[F(s)] Where;…

Q: L-1 ( 1 (s+1)(s²-1)

A: A detailed solution is given below.

Q: Determine the inverse Laplace transform. 2s L-1 2 S + 4s + 13

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Q: find the inverse laplace transform of; a)  (S^2+1)/S(S-1)(S+1)(S-2)

A:

Q: Find the inverse Laplace transform of 720/(s-5)^7.

A: using know results of inverse Laplace transform.

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

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

Q: Find the Inverse of Laplace Transform: 1. 53+s²-65

A: Due to bartleby guidelines,we are supposed to solve only 1st question.So if you want other question…

Q: .Compute the Laplace transform inverse of 2s-4 s2+6s+13

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Q: Determine the Inverse Laplace Transform of S-- 5 S-3 (s+1)(s³-27)

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Q: 1 2. A(s) =(5-6)³

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Q: 3. X(s) = 1 s² - 8s + 25

A: I have given the answer in the next step. Hope you understand that