3. Given two sequences æ1(n) = -26(n – 2), x2(n) = 58(n – 4) a. determine the Z-transform of convolution of the two sequences using the convolution property of Z-transform. b. determine the convolution (sum of the convoluted series) by the inverse Z-transform.

Q: Q5 Find the inverse z-transform for the following E(z) E(2) = (z²-2/3 z +4)

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Q: X(z) is the z-transform of the signal x(n), then what is the z-transform of the signal nx(n)? dX(2)…

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Q: the concepts of Laplace Transform, Transform of the Derivative, and Inverse Laplace Transform to…

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Q: Q3: Determine the Z-transform and region of convergence of the following signal. x(п) %3 а^ и(п)

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Q: 4. (a) Write down all possible ROCS for the following Z transform and find the inverse Z transform…

A: Given: The Z-transform of a function is: Xz=z2-4z+5z2-4z+3 To find: The inverse Z-transform using…

Q: Write down the s plane to z plane mapping function for Bilinear transform. No need to derive. I only…

A: Bilinear transformation is a very important technique and it is used to convert Infinite Impulse…

Q: Z{sinh(@,n)u(n)}

A: Since you post multiple questions, so I solve 3rd question for you.

Q: Given x(n)= { 5 1 8 1} Please find DCT (discrete cosine transform) using formula given

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Q: How to find out the Z transform of the unit step function? Show in detail please.

A: The unit step function is defined in the following way: From the definition of Z-transform, the…

Q: ansfer function of a discrete-time system DC for the z-transform of a discrete-time seque

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Q: X(z) = (z + 0.2)(z2 – z + 0.5) -

A: The given  Z-transform is Xz=zz+0.2z2-z+0.5 To find inverse Z-transform first we have to do partial…

Q: Obtain the inverse z transform of the functions given below (use the method you want you can use)…

A: the inverse z transform of the function given below

Q: Determine the z transform and the region of convergence if it exists for:

A: We have to Determine the z transform and the region of convergence if it exists for:

Q: Find the Z- Transform and mention the Region of Convergence (ROC) for the following discrete time…

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Q: Find the inverse z transform by dividing the function given below into partial fractions. X(z) = %3D…

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Q: Find the inverse Z-transform of z2 V2 F(z) = z2 - V2z + 1

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Q: B) Find the Inverse Z-transform by using long division method for the following function? 1+22-1…

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Q: Make the inverse z transform of the equation below. X(z)= (z-1/3) / (2z2 +2/3z-4/9)

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Q: We transform a Laplace transform transfer function using the matched z-transform. The resultant…

A: Given, the z-transform of transfer function of a signal after sampling.            Sampling…

Q: Find the inverse z transform by dividing the function given below into partial fractions.

A: X(z)=z(z+0.5)(z-0.1)2z-0.6

Q: (a) State the steps of computing the convolution of two DT signals x1[n] and x2[n] via z-transform…

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Q: Show that a hilbert transform of an even signal is odd and the hilbert transform of an odd signal is…

A: Hilbert transform: It is a linear operator. It only changes the phase of the signal by 90o in all…

Q: Consider a discrete system , if the input x(n) = (0.8)n u(n) and the impulse response h(n) = (0.6)n…

A: For any discrete-time signal x(n), the Z transform is defined as The unit step function u(n) is…

Q: Find the inverse z-transform of X(z) using partial fraction method. NOTE: assume x(n) is right…

A: Given:  Xz=11-z-21-0.5z-1=11-z-11+z-11-0.5z-1.

Q: 3. Determine the inverse z-transform using partial fraction expansion that results to a causal…

A: Given Xz=2z-11-3z-1+z-2+5z-3here we have to find the inverse z-transform we know that Zanun=zz-a…

Q: Determine the z-transform, including the region of convergence (ROC), of the following signals:

A: ROC is the region of convergence for which z transform exisist. Given signal is both sided.

Q: find z transform using differentiation and its roc. explain.

A: Given sequence is -

Q: State and establish the time shifting property of Laplace Transform

A: The time-shifting property of Laplace transform has been discussed and established in the following…

Q: nstructions: • Write the GIVEN with their respective symbols and units. • Do not skip the SOLUTIONS,…

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Q: Determine the Z Transform for the following sequence. Sketch the pole- zero plot and indicate the…

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Q: Determine the Z Transform for the following sequence. Sketch the pole- zero plot and indicate the…

A: Given, xn=4ncosπ3n+π4u-n-1 Now, let, cosπ3n+π4u-n-1=h(n)h(n)= cosπ3n cosπ4-sinπ3n sinπ4u-n-1h(n)=12…

Q: According to Time shifting property of z-transform, if X(z) is the z-transform of x(n) then what is…

A: According to the definition of Z-transform X(z)=∑n=−∞∞x(n)z−n Zx(n-k)=X1(z)=∑n=−∞∞x(n−k)z−n

Q: Q2. A. Find the Z transform of : k 1. x(k) = ()" k = 1,5,9,13,.. ....... 2. x(k) = (2)*sin-k

A: Note: As per our policy, I have attempted the first question.   Given data: 1. xk=14k2. xk=2ksinπ2k

Q: What is the partial fraction expansion of this Z-Transform? What is the pole zero plot look like?

A: What is the partial fraction expansion of this Z-Transform? What is the pole zero plot look…

Q: 2: Determine the partial fraction expansion of the z-transform G(z) given by: In matlab 18z3 G(z)=…

A: The time domain signals can be continuous or discrete. The time domain signals can be periodic as…

Q: What is the z-transform of the signal defined as x(n)=u(n)-u(n-N)? 1+zN a) 1+z-1 1-zN b) 1+z-1 1+z¬N…

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Q: Below given figure depicts a discrete time signal processing system, {xx} D D a) Find difference…

A: (a)  yt=Z-1χ1tχ1t=Z-1χt-14χ1t-15ytZ-14+1χ1t=Z-1χt-15Z-1yt Implies,…

Q: 3. Determine the inverse z-transform using partial fraction expansion that results to a causal…

A: Given Z transform  X(z)= 2z^ -1 / 1-3z^ -1 +z^ -2 +5z^ -3 . In the method of partial fraction…

Q: Briefly explain the difference between Laplace transform and z- transform Solve the difference…

A: (1) Difference between Laplace transform and z-transform, LAPLACE TRANSFORM Z-TRANSFORM this…

Q: A function e(t) is sampled and its z-transform is as follows: z - b E(z) z2 – cz² + d Find the…

A: We need to find out z Transform of given signal

Q: 6- Determine Z transform and ROC for each signal, then illustrate their pole- zeros place in the…

A: Solution (a) To determine Z transform and ROC for each signa lGiven : A) xan = an   0<a<1 For…

Q: Find Z transform of the given function x(n)

A: The expression of the discrete-time function is given as xn=-0.5δn+1+δn--->(1)

Q: Find the z-transform, draw the ROC and assign the zeroes and poles on the figure of the following…

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Q: Find the z-transform X(z) and sketch the pole-zero plot with the ROC for the following sequence…

A: To solve above problem, one should know about transfer function of a system. Transfer function of a…

Q: Find the inverse z transform by dividing the function given below into partial fractions. z(z+ 0.5)…

A: In this answer we will try to find the inverse z-transform by using the partial fractions method as…

Q: Please assume the bilateral Z-transform in all questions unless otherwise stated. (a) Determine the…

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Q: Find the inverse Z transform by using the discrete convolution method (z)=z^2/((z-b)(z-a)), where…

A: In this question,  We need to determine the inverse Z transform of the given.  We are solved this…

Q: 2. Find the z-transform and ROC of the sequence x(n) = 3()"u(n) – 5(2)^u(-n-1) Also, find the poles…

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KVL and KCL

KVL stands for Kirchhoff voltage law. KVL states that the total voltage drops around the loop in any closed electric circuit is equal to the sum of total voltage drop in the same closed loop.

Sign Convention

Science and technology incorporate some ideas and techniques of their own to understand a system skilfully and easily. These techniques are called conventions. For example: Sign conventions of mirrors are used to understand the phenomenon of reflection and refraction in an easier way.