Q1-B) suppose x(t) has Fourier transform X(w) = e-w find Determine transforms of x(2t) and x(t + 1)

Q: 3. Find thei z transform of thể fallowing Signals. di x(k)=() ü (k-1)

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Q: 3 Laplace Transform of (sin(2s))³

A: Given:

Q: A continuous-time signal is sampled 44,100 times per second, resulting in a sequence of values…

A: Introduction: The Z-transformation is a discrete type transformation with which we can transform a…

Q: Find the Fourier transform off (x) defined by Example 6. 1, |x| a f(x) = sin s ds (ii) 00 sin sa.…

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Q: 2w Inverse fourier transform of is w²+9 Select one:

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Q: Find the particular solution of y' - 2y = e3x if y(0) = -5 using Laplace Transform. %3D %3D

A: The given initial value problem is                                               y'-2y=e3x , y(0)=-5…

Q: if X(z) is the z-transform then what is the z-transform of x(n) of x(n- ?6)

A: In this question, we need to find the z transform of x(n-6).

Q: Determine the Discrete-Time Fourier Transform and z-Transform of the signal given below.…

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Q: is de -Idc 0 K f (at) = { 1 de (b) Fourier coefficient, a If ripple-free load current in…

A: As per the question we are given the periodic function f(ωt) and we have to find the Fourier series…

Q: 8. Find the function whose Fourier sine transform is the following function. S[u] - 2 0 x = [1, 2],…

A: Given: Fourier sine transform is given as Su=2x∈1,21x∈(2,3]0otherwise. To find: The function which…

Q: Q.3. Find the fourier expansion for the function whose definition 一T х, (x) = 0, くxく- 2 <x< -

A: Given that function we have to find the Fourier series of that function.

Q: 1. Use the differentiation and integration properties of Fourier Transform to find a closed form for…

A: We have, xt=0             t&lt;-12t+12     -12≤t≤121                t&gt;12      Apply Fourier…

Q: Determine discrete time Fourier transform for the given signals. x(n) = 3(2") и(-п) —

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Q: If the z-transform of x[n] is X(z), then, the z-transform of 2"x[n] 1S X(z') X(2z)

A: The expression, X(Z) , denotes the Z-transform of a discrete time signal, x(n) . The X(Z) is defined…

Q: 4. Find the inverse z-transform of X(Z) = (22-4) (2+3) Xx and also find o, 1,

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Q: Determine the causal signal x(n) if its z-transform is given by 1+22-2 1+z-2

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Q: Prove that Fourier cosine transform of f(x) = cos(x), 0<x<3 is: 1/27 (³ sin 3(p-1), sin 3(p+1) p-1 +…

A: Introduction: A Fourier remodel (FT) is a mathematical remodel that decomposes features relying on…

Q: Example 8: Find the Fourier transform of the function 1+ for - a <x <0 a f(x) = 1 1- for 0<x<a a 0,…

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Q: Find the Exponential Fourier coefficient Cn for signal f(x) = x Defined on interval [-1 ,1]

A: Complex form of Fourier series is defined as follows: fx=∑n=-∞∞cne-inx2πL where,…

Q: 27 (- 1 -' -p = 1, 2, 3, ... p . Find f (x) if its finite sine transform is given by f.(P). where 0…

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Q: 3. Find the Fourier transform 4. Find the Fourier transform of of 6e-ltl of of 1/(1+ t²).

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Q: Determine the causal signal x(n) if its z-transform is given by 1+2₂-2 1+z=2

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Q: The Fourier transform of f(t) = -1<t<1 is otherwise O 2sin(w + 2) w +2 O 2sin(w – 2) w - 2 2…

A: Fourier transform of the function

Q: 7. Find the canonical form of (x+y+z)². Also specify the corresponding orthogonal transforma-

A: Given expression is x+y+z2. We have to find the canonical form of x+y+z2. Expand x+y+z2, we get…

Q: (3) A signal has Fourier transform as, 1 sinc (2w X(w) sinc + 2. Compute x(t)

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Q: 2) Sólvé thẻ điffèréncé équation using z-transform yk+2 - 3 Yk+1 + 2 Yk 0, with yo = 0, y, = 1.…

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Q: Let ω be the 8th root of unity and the quantum Fourier transform is defined using this ω. Under this…

A: Given: 'ω' be the 8th root of unity  Quantum fourier transform (QFT), under which we have to check…

Q: Laplace transform of tsin2t is 4s A (s² + 4)³ 3 2 (s²+ 4)² 4s C s²+ 4 4s D (s² + 4)²

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

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

Q: 4.21. Find the inverse z-transform of 2 2 -- 5z2 +z+3 X(z) = Iz|<1 (z-1)(2-2)

A: Solution

Q: find 2d Fourier transform of e^(-4pi*(x^2+y^2)) the answer is e^(-pi(x^2+y^2)/2) why?

A: Find the 2d Fourier transform of the given function and the 2D transform of f is defined by the…

Q: B) \ find inverse z transform by long division X(2) = 1-az-1

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Q: a)find fourier transformation f(x)=x in range (0,10L) b) find fourier transformaion Slx) in range_3…

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Q: Determine discrete time Fourier transform for the given signals x (п) %3D 4(2") и(п)

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Q: The input to a linear system x(1) and the impulse response h(t) of the system are given as : x(t)=…

A: Given that x(t)=exp(-2t), h(t)=exp(-t) and t=&gt;0

Q: 2un + 1 NI n

A: Solution : Ƶ(2u(n)+0.5n)=? Ƶ(u(n))=zz-1     ROC=z&gt;1   Ƶ(n)=∑n=0nz-n=zz-12     ROC=z&gt;1…

Q: Find z-transform for the functions (using properties) 1) x(t) = eat cos (w t)

A: We'll answer the first question since the exact one wasn't specified. Please submit a new question…

Q: (1, x| a Find the Fourier transform of f (x) defined by f (x) = and hence evaluate

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Q: Let xfn] be a discrete-time signal whose Fourier transform between -r and r is 4 |w< 4 X(e) = 0, 4…

A: Given Discrete time signal xn whose Fourier transform between -π and π isXejw=4πw2,  w&lt;π40,…

Q: Find the Fourier transform of (x) 3x iPxK1 O if|x1>1

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Q: Inverse laplace transform of 1 is s - 4S + 4

A: Here we use the laplace transform formula to find the inverse laplace transform of the given…

Q: 3. What is the Fourier transform of the rectangular funetion: 1 if |비 < 를 을 if |비 %3D를 0 otherwise…

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Q: Find Z-transform of k24

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Q: If X(z) is the z-transform of the signal x(n), then what is the z- ?transform of the signal x(-n) x…

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Q: 3) There is a function F (s), which is a 'folded or repeated root state". Make the inverse laplace…

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Q: Find inverse z transform (2z+ 1)(z – 1)

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Q: The Fourier Coefficient bn is given by.... bn 1/m fx) cos nx dx bn f(x) cos nx dx bn= f(x) sin nx dx

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Q: O Show that the Fourier transform of | 3 -2<1<2 0 otherwise f() = {0 6 sin 20 is given by F (@) =

A: Since you have asked multiple question, we will solve the first question for you. If youwant any…