Time series for the given function
h[n] = 0.5 * delta [n] + 3 * delta[n-2] - 4 * delta [n-3] is
h[n] = {0.5, 3, -4} .
QUESTION 19 What is the time series h[n] 0.5" delta[n] +3" delatin-2] - 4"deltain-3] O hin]...
QUESTION 9 The MoveL command is O a point-to-point instruction without path control. O a point-to-point instruction with path control. O an axis-by-axis motion instruction. O a circle path instruction. QUESTION 10 What is the Z transform of the following time-series function? h[n] 0.5" delta[n] + 3" delatin+2] - 4'"delta n+3] (e) H(z)-0.5 + 3"z-1-4"z-2 H(z) 0.5+3 z1-4 22 H(z)-0.5 + 3"2-2-42-3 Hz)0.5+322-4 23 QUESTION 9 The MoveL command is O a point-to-point instruction without path control. O a point-to-point...
Consider a linear time-invariant system with impulse response hin (-1, n o 2, n 1 h[n]--1, n=2 0, otherwise (a) Determine the system frequency response H(e"). Then compute the magnitude and (b) Does the system have a linear phase? Briefly explain your answer. (2 marks) (c) Compute the system output yin] for all values of n if the input r[n] has the form of: phase of H(e (6 marks) 1,n=1 2, n 2 n3, n 3 4, n-4 0, otherwise...
Which of the following series diverges? n +2 2n -1 n1 n+3 O A. 2 B. O C. 1,3 O D. 1, 2 OE. 2, 3 F. None O G. O H. 1,2,3 Find the sum of the series A. B. OC. 1/10 D. 1/2 3/2 3/4 OE. 1 F. 5/12 OG. 1/4 H. Divergent Which of the following series converges? oo 2n 1.Σ n 1 23n nE1 (n+ 1)3 n+ 1 3. O A. None O B. 2 O...
A linear time invariant system has an impulse response given by h[n] = 2(-0.5)" u[n] – 3(0.5)2º u[n] where u[n] is the unit step function. a) Find the z-domain transfer function H(2). b) Draw pole-zero plot of the system and indicate the region of convergence. c) is the system stable? Explain. d) is the system causal? Explain. e) Find the unit step response s[n] of the system, that is, the response to the unit step input. f) Provide a linear...
Question 5 (a) The impulse response of a discrete-time filter is given as, hin) 0.56n-1] +n-2)0.56 n -3]. i. Derive the filter's frequency response; 11. Roughly sketch the filter's magnitude response for 0 ii. Is it a low-pass or high-pass filter? Ω 2m; (b) A continuous-time signal se(t) is converted into a discrete-time signal as shown below. s(t) is a unit impulse train. s(t) x,) Conversion into x(1) __→ⓧ一ㄅㄧ-discrete-time sequence ー→ xu [n] The frequency spectrum of ap (t) is...
50% Duty Cycle 2 1.5 magnitude 0.5 0 0 0.5 1 1.5 N 3 3.5 4 4.5 2.5 time x 103 10% Duty Cycle 2 1.5 magnitude 1 0.5 0 0 0.5 1 1.5 2 3 3.5 4 4.5 2.5 time x 103 Manually calculate the Fourier Series for the two square-waves you have just generated.
Question 2 Not yet answered Marked out of 1.00 Flag question what would be (delta 시j)*(delta 시-i)*(delta 시-i)if n=4? Notice this is a preferred notation since the dummy indices are all the same Select one: O a. 24 O b. 64 O c. 4 O d. 8 O e. 16 Question 2 Not yet answered Marked out of 1.00 Flag question what would be (delta 시j)*(delta 시-i)*(delta 시-i)if n=4? Notice this is a preferred notation since the dummy indices are...
What is delta S? Predict the signs of Delta S and Delta H for the freezing of water into ice at 273 K. a. Delta H > 0 and Delta S < 0 b. delta H = 0 and Delta S > 0 c. Delta H < 0 and Delta S < 0 d. Delta H > 0 and Delta S = 0 e. Delta H < 0 and Delta S > 0
Please solve the following with full steps. 2. Given the following z-transform of the impulse response h [n], of a causal LTI system Ti H1 (z) = (,-1)(z-0.5) (a) Find hin (b) Verify the first three non-zero values of hi[n] using long division. (c) Find the z transform Hs(z) of hs[n]-2"hi[n], and specify the ROC. (d) Find thez transform H4() of han+n -1], and specify the ROC. e) Find the impulse response, hs[n], of the system Ts, which is the...
Question 2 (0.5 pts): Find the Maclaurin series of Se-xdx Question 3 (0.5 pts): Find the Maclaurin series of f(x) = x COS X Question 4 (0.5 pts): Find the Maclaurin series of f(x)=e*-1-x and find lim *