Could you please be kind enough to explain this problem thoroughly. Thank you.
Could you please be kind enough to explain this problem thoroughly. Thank you. 15.17. Forthe first-order...
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Can anyone help me with these questions from signals and
systems course?
Thank you in advance??♀️
Problem 1 [25 points : Consider the following periodic signal x(t). Determine the Fourier series coefficients, ak nu Problem 2 [25 points : Determine the Fourier series coefficients, ax and the average power for the periodic signal x(t) shown. -2 -1 1 2 Problem 350 points: Let x(t) be the input signal to an LTI system with impulse response h(t) and let y(t)...
The time function (t) is given by sin(Wt) 2(t) = A- (a) Sketch this function, showing explicitly the value at t 0 and the values of t for which (t)-0. In order to specify the shape, you should also approximate the value of the function at t values corresponding to the first few local maxima. (b) Consider the following block diagram showing "signal processing blocks" including a multiplier, a transmitter, and a lowpass filter. (Note that the transmitter only has...
HI, PLEASE ANSWER ALL PARTS AND PLEASE SHOW ALL WORKINGS STEP BY STEP. THANK YOU. a) Show from first principles that the Laplace transform of the function (0)=1, a 20 is f(3) = Make a note of any conditions imposed on the transform variable "s" to ensure the transform exists. (8 Marks) b) Find, using the appropriate theorem, the Laplace transform of a function f(t): f(t) = e-3t.sin(4t) OR Find the inverse Laplace transform of the following: ses f(s) =...
Please answer the following fully with detailed
justification/explanation. Thank you.
Consider the signal e(t) (60m sin (50t) (a) Determine Xc(jw), the Fourier transform of e(t). Plot (and label) Xe(ju) b) What is the Nyquist rate for re(t)? (c) Consider processing the signal re(t) using the system shown below: Conversion to a Ideal to an e(t) y(t) impulse train Filter H-(ju) The sampling rate for this system is f DT filter is shown below 150 Hz. The frequency response of the...
Please explain and show the steps very clear, also solve all a,
b and c.
thank you,
Please consider the cireuit shown below R. fl) C-4 a. Please fmd the transfer function from the input fe) to the output (). Please leave your answer in terms of R. (10 points) t y(t). Please leave b. Please design R so that impulse response has the form h(t) -Ae-* +Be-qt, i.e. it contains a decaying exponential term proportional to e-3. Also, please...
Just the program code please, thank you
Question: How to compute the convolution of these two signals in MatLa.. (1 bookmark) How to compute the convolution of these two signals in MatLab, without using the conv function/command System response: y(t)= 2tu(t)-3(t-1)u(t-1)-(t2)u(t-2) should be this one according to the book's solutions. Suppose that the system of Figure P3.2(a) has the input x(t) given, in Figure P3.2(b). The impulse response is the unit step fund ion h(t)u(t). Find and sketch the system...
PLEASE GIVE A DETAILED EXPLANATION. I NEED HELP UNDERSTANDING
THE APPROACH YOU TOOK. THANK YOU. Please explain every step you
tak
5. Let T R3 > R3 be the linear transform defined by the following properties: T(0,0,1) = (0,0,0), If v is in the ry-plane, then v is reflected across the x + y = 0 plane There is a matrix A such that T(x) = Ax. The goal of this problem is to understand A. (a) (3 points) Find...
Please help me complete this problem!!! Thank you and please
write neatly!!!
(c) Consider the following general second order linear initial value problem with linear variable coefficient:s (at +bi)y"+(at +b'+(ast+bs)y 0, y(0) (00 Use the Laplace Transform to find the ODE that is satisfied by Y(s) y(t)s). What is the order of the new equation? What can you say about the solution to this equation? What can you say about the solution to the original equation?
(c) Consider the following...
can you please solve this problem step by step, thank
you!!
1. Consider a DSB-SC signal with noise passes through a demodulator shown below. ViC0) 2(0) но но 0) The input signal plus noise is v,(t)-5,() + n'(t) where 5,0): Am(1)cos2r/rt, m(1) cos 2π/J is the message signal with f-</м , carrier frequency is f> fe , and noise n' (r) has power spectral density function G,じ)= η . The local carrier is v,(1)s 2 cosZrw. The carrier filter is...
Could you please try to explain to me how we get the
solution because I want to understand the solution so that to be
solved step by step including all of the details
If the conditions for a time-invariant optimal control law are satisfied by a linear regulator problem, the constant K matrix must be a solution of the nonlinear algebraic equations Using this result, determine the optimal control laws for: a) The first-order system x(t)-ax(t) + u (t) with...