Question

Determine the z-transform and ROC for the following signal. x(n) = {2,−1,5,1,0,3}.

Determine the z-transform and ROC for the following signal.

x(n) = {2,−1,5,1,0,3}.

Homework Answers

Answer #1

For right sided sequence ROC is entire Z plane except z=0.

For left sided sequence ROC is entire Z plane except z= infinity.

For both sided sequence the ROC is entire Z plane except z= 0 and z= infinity.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
consider the signal x(n)=x1(n)+x2(n) where z tarnsform of x1(n)= X1(z)=8/(1+.05z^-1) and ROC which includes the unit...
consider the signal x(n)=x1(n)+x2(n) where z tarnsform of x1(n)= X1(z)=8/(1+.05z^-1) and ROC which includes the unit circle and x2(n)? has a fourier transform given by X2(e^jw) = 6/(1-2e) a) determine and sketch x1(n) an9nd x2(n) and hence x(n) b) find X2(Z) and its ROC c) assuming y(n)= (1.5)^n x(n) find Y(z) and hence, the poles and zeros of the ROC d) plot the fourier transform of y(n) if it exists
Using the definition of the z-transform, find the z-transform and the ROC for each of the...
Using the definition of the z-transform, find the z-transform and the ROC for each of the following signals. b. γnsin π nu[n] c. γncos π nu[n]
(TCO5) Find the inverse z-transform of h(z)=(z)/(z-0.6) and determine its numerical value for n = 2.
(TCO5) Find the inverse z-transform of h(z)=(z)/(z-0.6) and determine its numerical value for n = 2.
2y[n]-3y[n-1]+y[n-2]=4x[n]-3x[n-1]   y[-1]=0 y[-2]=1 Take the Z transform and then determine the output y[n] if x[n] =...
2y[n]-3y[n-1]+y[n-2]=4x[n]-3x[n-1]   y[-1]=0 y[-2]=1 Take the Z transform and then determine the output y[n] if x[n] = 4^(-n) u[n]
a) If the transfer function of a system is H(z) = 2+z^(-2), what is its impulse...
a) If the transfer function of a system is H(z) = 2+z^(-2), what is its impulse response? b) If the transfer function of a system is 2z/(z-0.5) and it is valid for when |z| > 0.5, what is its impulse response? c) If the transfer function of a system is 1/(z-2), what is its impulse response? d) x[n] = (-4)^n U[n]. (U[n] is the unit step function). What is its z-transform and the region of convergence of its z-transform? e)...
Use the z-transform method to solve the following difference equation: y[n + 2) = 3y[n +...
Use the z-transform method to solve the following difference equation: y[n + 2) = 3y[n + 1] – 2y[n], y[0] = 5, y[1] = 0)
(a) H(z) = 3z^2 + 2 + z^-1 + z^-3.What is the inverse z-transform of H(z)?...
(a) H(z) = 3z^2 + 2 + z^-1 + z^-3.What is the inverse z-transform of H(z)? (b) If H(z) in part (a) is the transfer function of a system. What is the difference equation for this system? (c) If x[n] = [ 2 ,−1, 3 ], (where n_0 = -1) What is its z-transform?
1. Let ??(??) = ??(??) + 2??(?? ? 1) ? ??(?? ? 3) and ?(??) =...
1. Let ??(??) = ??(??) + 2??(?? ? 1) ? ??(?? ? 3) and ?(??) = 2??(?? + 1) + 2??(?? ? 1) . Compute and plot each of the following convolutions: (a) y1(n) = x(n) * h(n) (b) y2(n) = x(n+2) * h(n) (c) y3(n) = x(n) * h(n+2) (d) Now consider the signal ??(??) = ( 1/ 3 ) ^(??) *?????? (( ?? /4)* ??) ??(??). Evaluate the z-transform of this signal and specify the corresponding region of...
Given an input signal x[n], and the impulse response h[n], compute the output signal. x[n] =...
Given an input signal x[n], and the impulse response h[n], compute the output signal. x[n] = a^n * u[1-n]          for |a| > 1 h[n] = u[2-n]
Find the discrete fourier transform X[k] of x[n]=[2 2 0 0]
Find the discrete fourier transform X[k] of x[n]=[2 2 0 0]
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT