3. Solve for the Z-Transforms and ROCs of: x[n] = [6, -2,2,0,0,4, -3]

Q: x(п) %3D п а" и(-n) 5. =

A: Note:As per bartleby instruction when more then one question is given only one has to be answered.…

Q: -* is -. р Show that the finite sine transform of 1 . TC

A:

Q: Z (² - -/-) (² - -/-) (2-

A:

Q: x(k)-3x(k-1)+2x(k-2)= e(k), e(k)= [1, k = 0, 1 0, k ≥ 2 x(-2) = x(-1) = 0

A: Given Equation:Here, The objective is to use  transform to solve the difference equation.Concept…

Q: Find the characteristic of Z4 ⨁ 4Z.

A: Given: ℤ4⊕4ℤTo find: The characteristic of ℤ4⊕4ℤ.

Q: 6. x(п) %3D п (п +1) и(п)

A: The given function is, xn=nn+1un We know, un=1, n≥00, n<0

Q: 8z Compute the inverse z-transforms of z²-6z+25

A:

Q: 51 3 2 LO

A: Z transform of the function

Q: Q1\ Find the Z-transform of A) cosh 2

A: The given question can be solved as shown in step2.

Q: Find Fourier transform for f (t-2)

A: We have to solve given problem:

Q: Calculate the integral approximations T₁ and M₁ for ſ³ x² dæ.

A:

Q: n(n)-b" foomzo )nm)こf3.5,0.1 n(m) -u(-mリ) 2,1,3,5,0.7 %3D

A: Disclaimer: Since you have posted a question with multiple subparts, we will solve the first three…

Q: 2s3+ 4s²+1 F(s) = (s²+ 2s+17)(s²+ 4s+20)

A:

Q: tind the inuerse 2 franst of 之ー

A: Inverse z transform

Q: 2s²+7 F(s) (s+1)(s+2)(s²+ 2s+5)

A:

Q: 1. f(t) = cos42t 2. f(t) = cos²5tcosh²5t

A: Hello. Since your question has multiple parts, we will solve first question for you. If you want…

Q: Find the Re and Im parts of exp(z?)

A:

Q: x(t)=sin(t-3T)

A: Z transform

Q: a) y n + 2] = 4y[n+ 1] + 5y[n] given that y[0]= 1, y[1] = 2.

A: Note: According to the guidelines we are allowed to solve one question at a time. Please post rest…

Q: L5s? +o 2 -50 キ (6) %3D (4の)(84))(++)

A:

Q: Question 1.i.) A truncated sine wave sin5x, -T <x < T y = f(x) = 0, otherwise

A: we have y=fx=sin5x,    -π&lt;x&lt;π0,       otherwise Fourier sine transform  FsS=12π∫fxsinwxdx…

Q: 4. Find the inverse z-transform of (z-a)(z-b)(z-c)

A:

Q: x (n) = sin лn u (n)?

A:

Q: leccione una: a. x(z)= - b. x(z)= - c. x(z)= ■ d. x(z)= e x(z) = Z Z-2 Z 1-Z 1 1-2z-1 1 Z-2 1…

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Q: Prove that the Fourier sine and cosine transforms are linear.

A: The proof that Fourier sine and cosine transforms are linear is shown below.

Q: Find the 2. transform of the tollowing Signal x(k)= %3D otherwise

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Q: E Show that x'+ 3x+ 2 has 4 zerosin Ze

A: