(u)n zu = (u)x

Q: 2 f(x) = (ae-4x + be-3x + ce-2x) if x > 0

A: The given problem is to find the Fourier cosine transform of the given function and also find the…

Q: e-4s 17. Y(s) = s3

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Q: f(t) = v1+ sin t + (6t)13 + t² sin 4t

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Q: 51 3 2 LO

A: Z transform of the function

Q: si |x| < a 1. f(x) = [1 0 en otro caso ||

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Q: A. B. Determine the Fourier transform of the following: f(t) = {te- C. D. F(w) F(w) = F(w) = F(w) =…

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Q: Determine the Fourier Transform of the following function. -2 <x < 0, 0 <x < 2; Problem 1: f(x) =…

A: Since you have asked multiple questions, we will solve the first one for you. If you want any…

Q: f(t) 1

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Q: 2s²+7 F(s) (s+1)(s+2)(s²+ 2s+5)

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Q: b-F(w)=e"w - t

A: According to the definition of modulus function f(x)=|x|, the value of function f(x) is x, if x≥0…

Q: too x(Ju) - xt) e ot * the famer heansfarm ナR X( Jw) Sen %3D

A: Fourier transformation of a function x(t) will be X(t) and inverse Fourier transformation of…

Q: L5s? +o 2 -50 キ (6) %3D (4の)(84))(++)

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Q: s(1) = {" 0 1+ jwe ¹+jw (-w+j)² Given: f(t) a.) -t te -1<t<0 otherwise

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Q: L{t – e-3t} = + s-3 L{t – e-3t} = =-- I. II. s-3 L{t – e-3t} = +3 L{t – e-3t} = III. IV. %3D s+3

A: We know the Laplace transforms Ltn=n!sn+1, s&gt;0 L ea t =1s-a, s&gt;a Now, Lt-e-3t=Lt-Le-3t L t…

Q: 2+5( jw) (jw)' +3( jw)–10 a- F(w)=-

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Q: 10s2+5s+4 F(s) (s³–6s²+11s-6)(s³)

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Q: Compute the Fourier transform of the Heaviside function

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Q: Find the Fourier Sine Transform of the function   if a = 7,  b = 7 , m = 5 , and n = 4. Then,…

A: The formula for the Fourier Sine Transform is :-  f^a=2π∫0∞fxsinaxdx   And we are given the function…

Q: 2s-1 's²-6s+18*

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Q: X(z) = z² N N (2--/-)² (2-²) 3/

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Q: %3D

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Q: Calculate the inverse Z transform. а. z²+z-2

A: We calculate the inverse Z transform of the given function.

Q: + 2+x = 2t²u(t) x(0) = 0; x'(0) = 0 %3D %3D %3D

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Q: leccione una: a. x(z)= - b. x(z)= - c. x(z)= ■ d. x(z)= e x(z) = Z Z-2 Z 1-Z 1 1-2z-1 1 Z-2 1…

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Q: Find the Fourier cosine transform of e-x.

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Q: t, f(t) = 2t - 1, 0, 0 < t < 1 0<t<2 otherwise

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Q: Find the Z Transform of given signal x(n) = n²u(n)

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