Find the Fourier transform of x(t) shown below using differentiation property * x(t) -1 2)

Q: Find the Fourier transform of of 6e-ltl.

A: We find the F.T.(Fourier transform) of 6e-|t|.

Q: t2 sin wt

A: We have the formula  L{tnf(t)}=(-1)ndnFdsn(s), where F(s)= L{f(t)}

Q: Determine the Laplace Transform of sin³3t

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Q: Compute the Laplace Transform of f(t) e-St using the definition of the transform. (Just listing the…

A: ANSWER:

Q: Find the inverse Z-transform of x (z) = tanh z

A: The given data is: xz=tanh-1z To find inverse z-transformation of the given data.

Q: Derive the general formula for the Laplace transform of sin bt.

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Q: Find Fourier transform for f (t-2)

A: We have to solve given problem:

Q: Find Fourier transform for f(t) using differentiation property x(t) -2 3.

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Q: Find the Fourier cosine transform of f(x) = e-2x + 4e-3x

A: Given, f(x) = e-2x + 4e-3x Find Fourier cosine transform

Q: 2. Determine the Laplace transform of the function rsinr using the 2nd derivative theorem.

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Q: Find the finite Fourier Cosine Transform of f(x) = 1- in (0, x).

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Q: what is the implicit differentiation of: ysin2x=xcos2y

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Q: (k) f(x) =X[a.b](x) eiaz,

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Q: Find the Fourier approximation with the specified order of the function on the interval [0, 2π].f…

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Q: 2.) у" - Зу' — 2у %3D0 У (0) %3D0, у'(0) %3D 9 ,у" %3D0

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Q: the Fourier transform of a continuous time signal x(t) is X(ja), then, the Fou ansform of the signal…

A: Given, Fourier transform of a continuous-time signal                                   x(t)  ↔…

Q: Find the Fourier transform of the Gaussian function f(x) = e-ax".

A: Note "As per our company guidelines we are supposed to answer ?️only first question. please repost…

Q: Laplace transform of ramp function f(t)-DAt is

A: Given f(t)=At

Q: How is the existence of the Laplace transform of a function guaranteed?

A: We known that the  Existence of the Laplace transform of a function guaranteed

Q: Find the fourier transform of: | coshw,t

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Q: what is the discrete fourier transform of y = 001010

A: Introduction: Discrete Fourier transformation is applied when the signal is discrete and finite. For…

Q: Find the sine Fourier transform for f (x) = sin æ, x < 0,

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Q: Laplace transform is a process wherein a function of "t" be converted to variable "_

A: Using the definition of Laplace transform

Q: ) 3x - 4x= sin社 ; at t=0,x==

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Q: Find the Laplace transform of tant. Show your full Solution.

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Q: Find the Laplace transform of f (x) = 3 sin 3x – 2e-2x

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Q: Find the Fourier transform of (x) (13x if|x] 1

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Q: Show how to do the Laplace transform of f(t) = t*cos(w*t) using the table of operational transforms.

A: Given  f(t) =t cos ω t

Q: Find the Inverse Fourier transform of Te-lw||

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Q: FIND THE LAPLACE TRANSFORM USING THE LAPLACE TRANFORM PAIRS AND LAPLACE OF DERIVATIVES. SHOW…

A: Given f(t)=sin(10t)sin(5t)u(t)

Q: Find f(x) if its Sine Transform is Hence find F, ().

A: Given that f(x)=e-axx The fourier sine transform is  Fs=∫0∞f(x)sinsxdx=∫0∞e-axxsinsxdx…

Q: sinudu

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Q: Prove that the Fourier transforım of f' (x), the derivative of f (x) is – ip f (p), where S(p) is…

A: Answer: For the given data,

Q: f(x) = (sinx if 0 π

A: This is a question of Fourier Analysis.

Q: If a function is Fourier transformaboe, is there any guarantee that the function will be Laplace…

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Q: sin(2t) cos(2t)

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Q: Find the finite sine transform of f (x) if f (x) = x'in (0, n).

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Q: Find the finite cosine transform of f (x) if ƒ (x) = -x+ in (0, t).

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Q: Find the Fourier transform of eiax

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Q: nsform of f(t) = et-T sin 2rdr. %3D

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Q: Find the Fourier scries of the function f(x) = |x| for -1 sx< 1. %3D

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Q: Determine the Fourier transform of f if f(x)=e* for x> 0 and f(x)=sinh2x when x< 0.

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Q: i) Find the Fourier sine transform of (sinx, 0 a f(x) %3D 0,

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Q: How is the Laplace Transform defined? What is its notation?

A: Laplace transform of the function f(t) is defined by   ∫0∞f(t)e-stdt

Q: Find the sine transform of and deduce that TUX e 1 tanh (p/2). |(2x) F, (cosech rx) = %3D

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

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Q: Calculate the derivative 33 4:6 dx using Part 2 of the Fundamental Theorem of Calculus. 33 dt = da

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