6. Find h[k], the unit impulse response of the systems described by the following equations: a)...
Question 6 (3 points) Find the unit impulse response of the following discrete-time system y[k + 1] + 2y[k] = f[k]
Each of the following equations specifies an LTID system. Determine whether these systems are asymptotically stable, unstable, or marginally stable. 9.6-1 (a) yk 20.6y[k + 1] - 0.16y[k] = f k + 1 - 2flk] (b) (Е? (c) (E 1Ey{k] = (E + 2)fjk] (d) yk2y(k]0.96y(k - 2] 2flk - 1] +3f(k - 3] (e) (E2- 1)(E +E+1)уk] 3DEflk] +1)yk fk]
Each of the following equations specifies an LTID system. Determine whether these systems are asymptotically stable, unstable, or marginally...
find the unit impulse response, h[k] of a system specified by the following equation (E^2 - 6E +9)y[k] = Ef[k]
please solve it
10.19. (a) Find the responses for systems described by the following difference equations with the initial conditions given: (i) y[n] - Sy[n – 1] = 2"u[n], y[- 1] = 0 (ii) y[n] - 0.7y[n - 1] = { "u[n], y[-1] = 0 (iii) y[n] + 3y[n – 1] + 2y[n – 2] = 3u[n], y[-1] = 0, y[-2] = 0 (iv) y[n] – 0.7y[n – 1] = cos(n)u[n], y[- 1] = -1 (b) Verify that your response...
1.7-1 For the systems described by the equations below, with the input f(t) and output v(t), determine which of the systems are linear and which are nonlinear. dy dt (a) + 2y(t)-f(t) (b) +3y() -se) (e) ( ) +2y(t)-f(t) (d) +92(t) = f(t) (c) 3y(t) + 2 = f(t) (f) + (sin t)y(t)-2 + 2/(t) dt dt (h) v(t)f(r)dr dt
Please help with question #6
1, Compute the impulse response h[n] for n=0, 1,2,3,4 of the following LTI systems a. yInj x[n]+0.85y[n-1] b. y[n]-0.3y[n-1]-0.5y[n-2]-x[n]-0.2x[n-1] c. yInj 2x[n-xIn-1]+0.5x[n-2]
Question # 3 Two systems are defined by the following difference equations, for each system find the impulse response, determine whether the filter is FIR or IR and draw the block diagram of each system. a) y(n)x(n) + 0.5x(n 1) 0.8x(n - 2) b) y(n)- x(n) + 0.5y(n -1)
find the unit impulse response of y(k) - 0.6y(k-1) - 0.16y(k-2) = 5f(k) ?
2.14 Determine if the following DT systems are invertible. If yes, find the inverse systems (i) y[k](k 1)x [k 2]; : - |k x [m 2] (ii) y[k] m=0 S[k 2m] (iii) y[k]xk] m=-00 (iv) y[k]xk +2]2x[k1]- 6x[k]2x[k - 11xk - 2] (v) yk]2y[k 11yk 2]x [k].
2.14 Determine if the following DT systems are invertible. If yes, find the inverse systems (i) y[k](k 1)x [k 2]; : - |k x [m 2] (ii) y[k] m=0 S[k 2m] (iii) y[k]xk]...
4- Find unit impulse response for: y(t) + 4у(t) + 3y(t)-x(t) + 5x(t) 5- Find the total response for: ý(t) 13(t) 22y(t)-(t) +5x(t) x(t) e-Stu(t) With the initial condition y(0) 2 and y(0)-3 Identify the natural and forced response of the system. 6- Find the total response for: y(t) +2y(t) 17y(t) 4x(t) 8x(t) x(t) = e-Hu(t)