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2. Plot and numerically label the following: (a) y(t) = 1t|[u(t+1) – ult-2)] (b) the even...
Find the frqeuncy response and impulse response of the
system with the output y(t) for the next input x(t)
Please, Solve (a) and (c)
x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult) x)e u(t), ()eu(te ult)
x)e u(t), ()eu(te ult)
x)e u(t), ()eu(te ult)
x)e u(t), ()eu(te ult)
x)e u(t), ()eu(te ult)
x)e u(t), ()eu(te ult)
Problem 2: Let x(t)-u(t)-u(t-2) and yt) tu()-u(t-1)] a) plot x(t) and y(t) b) evaluste graphically and plot z(t)x(t) y(t)
Find the Fourier transform of these signals
ii. [u(t) - ult-2)] [u(t + 1) -u(t-] qds. 4 marks]
Problem 2 ( 50 points) You are given functions x(t) = u(t)-ut-1/2) and y(t) = e(ult) -uſt-1)). 1. Sketch a(t) and y(t). (10 points) 2. Use time-domain integration to find the convolution z(t) = x(6) *y(t). (20 points) 3. Find Zw) using any method of your choice (20 points)
Problem 1: Let y()- r(t+2)-r(t+1)+r(t)-r(t-1)-u(t-1)-r(t-2)+r(t-3), where r(t) is the ramp function. a) plot y(t) b) plot y'() c) Plot y(2t-3) d) calculate the energy of y(t) note: r(t) = t for t 0 and 0 for t < 0 Problem 2: Let x(t)s u(t)-u(t-2) and y(t) = t[u(t)-u(t-1)] a) b) plot x(t) and y(t) evaluate graphically and plot z(t) = x(t) * y(t) Problem 3: An LTI system has the impulse response h(t) = 5e-tu(t)-16e-2tu(t) + 13e-3t u(t) The input...
Q2. Find the net transfer function for the following blocks system: ult) y(t) x(t) u(t) yit) x(t) dt2 d dt
Lo zfutt-4)-ult-6)] - 2 [u/2-2)-u(t-6) + 4 (t-4) - ult-6) V3 (t) = a[uct-2) + uz-u)-au (+-6) Question 5: [12] Consider the circuit below. Obtain i (t) for t> 0 if i(0) = 5 A. Copyright McGraw-Hill Education. All nghts reserved. No reproduction distribution without the prior written consent of McGraw-Hill Education 6 H mon 10 12 0.51 3402 =5A
problem # 1 [30pts]: Consider the following signal shown below 7x6t) as b) C plot the signal ylt ) = xl-t+1) plot the signal nit) = ax11-2+ ) + 1 plot the even and the odd parts of the signal x(+). Hint: The even purt of the signal X(t) is given by * Xa (+ = = (((+) + X (-1)). The odd part of the signal X(t) is given by a xo(t) = + (x+)-X(-+))
ECEN400 Spring 2019 QUIZ #4 Name: Banner II 1. For the following signal, x(t) (t 2)[u(t + 2) - u(t 5)] (a) Plot x(t) and x(-t). (b) Find and sketch the even component xe(t) of x(t). (c) Find and sketch the odd component xo(t) of x(t).
Problem 3, (25 pts) Consider the integral y(t)x(t) dr where x(t)-ult +1)-u(t -1) Find the Fourier transform Y(au) by using the differentiation and the integrati domain properties. Reduce your answer t o the simplest form possible as a function of sinc(u). sin(θ)sene-o siren Formulas: sine(θ)