Graph the funetion h(r) #-(T+])2-2 ustn the techniques ofthtfting. mnpressing or 4. zefections. Show each step...
blem # 2: Simplify the blockdiagram shown below and obtain overall transfer funetion C(o/R(s) Note that G and H are gains, and R(s) and C(s) are input and output to the systems, respectively. R(a) + H,
Show how to graph please. Graph the function f(t)=3t(h(t−4)−h(t−9)) for 0≤t<∞0≤t<∞. Use your graph to write this function piecewise as follows: 3t(h(t−4)−h(t−9))={ if 0≤t<4,0≤t<4, if 4≤t<9,4≤t<9, if 9≤t<∞.9≤t<∞. Evaluate f(6.5) f(6.5)= a Graph the function f(t) = 3t(h(t-4) _ h(t-9)) for 0 < t < oo. Use your graph to write this function piecewise as follows: 3t(h(t -4) h(t 9)) if9<t<oo. help (formulas) b. Evaluate f(6.5) f(6.5) help (formulas)
below is a graph of the gymnast's height, h, as a function of time, t 31 MacBook Pro 2 5 6 8 9 2 4 (e) Which of the following domains of h (r) allows h(t) to heve an inverse function? 0SIS48 19srs 5.8 version 4.24.147 MacBook Pro 嘸; G Search or type URL O. ground Section83 Copyof FINAL EXAM We were unable to transcribe this imageINAL EXAM 20 10 below is a graph of the gymnast's height, h, as...
Problem 2 In each step to follow the signals h(t) r (t) and y(t) denote respectively the impulse response. input, and output of a continuous-time LTI system. Accordingly, H(), X (w) and Y (w) denote their Fourier transforms. Hint. Carefully consider for each step whether to work in the time-domain or frequency domain c) Provide a clearly labeled sketch of y(t) for a given x(t)-: cos(mt) δ(t-n) and H(w)-sine(w/2)e-jw Answer: y(t) Σ (-1)"rect(t-1-n) Problem 2 In each step to follow...
Need help with e, f, g, and h mer nt eumor cells can be modelexd by the Gomperta funetion Ca) motation vo.lmae, t co eprmentel uine (a) For OStc 20, carefully aketch the graph of V(e) Clearly label the scales on each axis including units. Let your t axis exxtend to t-35 days (this is for part (b) Determine the following limit using limit laws (do not use graphs or tablem). lim V(e) Clearly show every step (each limit law...
(1 point) Sketch the graph of the function K 00 0 Use the graph to express k(t) in terms of shifts of the Heaviside step function h(t). k(t) = (1 point) Sketch the graph of the function K 00 0 Use the graph to express k(t) in terms of shifts of the Heaviside step function h(t). k(t) =
(1 point) Sketch the graph of the function K 00 0 Use the graph to express k(t) in terms of shifts of the Heaviside step function h(t). k(t) = (1 point) Sketch the graph of the function K 00 0 Use the graph to express k(t) in terms of shifts of the Heaviside step function h(t). k(t) =
. . Show all of your work. Label the axes and scale on your graph. The sketch should include at least three to five points including the points of intersection and at least one point in between. . The integration techniques used should be clear and easy to follow step by step with all techniques shown in detail, including the substitution method. . . All steps must be shown in your own writing to receive any credit. Circle or box...
(1 point) Sketch the graph of the function k(t) = $* (obv – 4) – 5(2 – 8)) dw, Ost<co Use the graph to express k(t) in terms of shifts of the Heaviside step function. Use h(t) for the Heaviside function. k(t) =
Problem 4: Evaluation of the convolution integral too y(t) = (f * h)(t) = f(t)h(t – 7)dt is greatly simplified when either the input f(t) or impulse response h(t) is the sum of weighted impulse functions. This fact will be used later in the semester when we study the operation of communication systems using Fourier analysis methods. a) Use the convolution integral to prove that f(t) *8(t – T) = f(t – T) and 8(t – T) *h(t) = h(t...