Given the signal x(t) below: x(t) 1 -2 -1 0 1 2 3 i) Sketch x(t)[u(t + 0.5) – u(t – 1)] ii) Evaluate 3x(t)8(t – 0.5)dt

Q: Find the value of x(t + 1) * [8(t – 3) – 8(t – 1)] Select one: O x(t – 2)–x(t) O x(t – 1)–x(t + 2)…

A: the above question is related to the subject signal and system  we have to use the property of…

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Q: Given the signal x(t) below: x(t) 2 1 -2 -1 0 1 2 3 i) Sketch 2x(t)[u(t + 0.5) – u(t – 1)] ii)…

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Q: Consider the integral shown below. Determine a non-zero expression for g(t) so that the integral…

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Q: SAS Plot the sketch of all the given signals. 1. k(t)= r(t)- r(t-3)  2. x(t) = cos 2pi.t.…

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Q: ) The given signal below is y(t), Sketch: a) y(t+2),b) Even and c) y(t/3). 1x0 2 0 2

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Q: 5. A CT signal x(t) is given below. Sketch and label the following signal: (1) x(t)[8(t + 1.5) – 8(t…

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Q: Derive each of the following operational transforms: a) L{8(n) (t)}=s", b) ff(t)8 (t-a)dt = -f'(a)

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Q: Find the signal energy of the given function. x(1) 5 (u(t) - u(t-4)) * (8(t) + 8(t – 2)) %3D The…

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Q: The step response of an continuous-time LTI system is given by (1 - e-t)u(t). For a certain unknown…

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Q: 4) Evaluate the following integrals involving Dirac delta and doublet functions: a) L 8(t – 1)…

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Q: 2) Consider the function f(t) and g(t) described below. 2 f(t) = g(t-k 10) k=-2 1 g(t) X -5 5 t a)…

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Q: 1. For the given CT signal x(t); Sketch; a) x(t) b) x(t - 2) c) x(-t + 3) d) x(3t+3) e) _x(t) [8…

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Q: The signal g (t) = rect () can also be described as: (a) g (t) = u (t + 5) – u (t – 5) (b) g (t) = u…

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Q: At) h(t) %3D 2[u(t + 1)- и(t — 1.5)] — 3lu(t - 2) — и(t — 4)] y(1) f(t) = [3 cos(3nt)][u(t+2)-u(t)]…

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Q: 1 Determine the :-transform of the following signals. (a) x(n) = {3, 0.0.0,0, 6, 1, –4) (b) x(n) =…

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Q: [2] For the signal y(t) = 8(t+2) + 8(t) - 28(t-2), obtain a sketch of the integral function fy(t) dt…

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Q: Compute and roughly sketch y(t)=x(t)* h (t), where x(t) = e t[U(t) – U(t– 1)] and h(t)= 2U(t) –…

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Q: (1) § f(t+1)6(t +1) dt -00 (2) J eiwT5(t) dt "8(t) dt (3) § f(t)(8(t – 1) + 8(t+ 1)) dt (4) S…

A: We need to solve the given integration , we will use impulse function property .

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Q: 3) For any continuous time signals, x(t) can be decomposed as an integral of 8(t-s) as follows: x(t)…

A: The impulse function is defined as,

Fourier Series

Most of the incidents studied in the field of Engineering and Science as a function of time. For example, current and voltage are in the alternating current circuit. These occasional activities can be analyzed in the activity components (fundamental frequency and harmonics) through a process called Fourier analysis.