Find the inverse Laplace transform of 5s+ 16 F(s) = (s+2)²(s+5)

Q: Q4/ Find the inverse of Z-transform if 2(z2+z) x(z) =7-1,5z+0,5

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Q: (a) For n20 write out the first four terms of the sequence a(n) =(-3)" and then use the definition…

A: Given that, xn=-3n

Q: Q8 Find the Fourier transform of the following functions: p,-1<x <1 f (x) = 0, otherwise p-x,-1<x <1…

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Q: Evaluate the expression a+b a+b when a=23a=23 and b=45b=45. Write in simplest form

A: # the expressions are printed twice , taking them once given a=23 and b=45 The value of a+b is as…

Q: 2s + 2 s(s+1)(s+4) 2s +5 (s +1 −j)(s+1+j)

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Q: Q5/ find the Fourier expression of f(x). f(x)=x+x² for _π< x <π -

A: I have done solution step by step in detail....go through the solution

Q: z-transform of the sequence x(n) : =3u(n) is 3z/(z-1) O (z-1)/30 z/(z-3) O

A: We find Z-transform of x(n)=3u(n)

Q: 2. Find the inverse transform of 2s² +5s-6 $³3s2-13s +15

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Q: Find the Fourier transform

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Q: (a) A(s) = 5s-44 (s-6)²(s+1) -3s

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Q: Find w, where w3 = 1 + i. i? = -1.

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Q: tind the inuerse 2 franst of 之ー

A: Inverse z transform

Q: (c) Find the inverse Z-transform of Y(2) (32 – 1)(2+4)*

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Q: Determine ¹ 4s²-5s +6 (s+1)(s² + 4)

A: To find the inverse Laplace transform of the below function. L−14s2−5s+6s+1s2+4

Q: B. Find the inverse Z-transform of X(z) Z-1

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Q: Find the Laplace transform of the following function. That is, determine coefficient D f(t) =…

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Q: Find the function with the transform 10 1 - e-4s – 4se- â(s) = 1- e-10s

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Q: find the Inverse Laplace Transform 5² +95 + 6 s(s+ 1)(s + 3)

A: The Laplace transform of the function f(t) is represented as F(s) or L[f(t)], it is defined as…

Q: -Obtain the Fourier transform of f(t): = sin (30) -t²+7it+12

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Q: s²+6 (s²+1) (s²+4) Find the inverse laplace transform of using convolution theorem.

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Q: The Laplace transform of L(t+3)². is

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Q: Find the Fourier transform of (x) (13x if|x] 1

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Q: npute the Fourier transform of 2e33rt/2sinc(t/3 – 4)

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Q: Calculation: Rewrite the given function. Y [s] = 2s+3 s²+s+1 2s+1+2 e

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Q: Use formulas from this course to find the inverse Laplace transform (a) L-1{+1) 2s+1 1 252+8 (b)…

A: Solution:

Q: Find the inverse Fourier transform of 27 + 8(w). (a) 1+ 8(t) (b) + 8(t) (c) + 27 8(t) (d) 1+2 8(t)

A: Option (c) is correct.

Q: determine the inverse laplace transform of the function 1. 3/s+2 2. s+4/s^2+4

A: 1. Given,          3s+2

Q: N (z−2)²

A: Follow the steps.

Q: X(z) = z² N N (2--/-)² (2-²) 3/

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Q: Find the inverse transform of L-1[ if L-1[f(s)] = F(t) s 2 3/2 4t3/2 4t/2 dt1/2 O O O

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