What is the Laplace transformation of  L{e-2t cosh (4t) + e-2t sinh (4t)}

Q: 2. Determine the inverse Fourier transform of the following functions: a لمند 2// 1 ـ لما

A:

Q: 8 The inverse Laplace transform of the function is sin(3t) (A) t – 3 sinh(3t) (B) t- 3 sin(3t) (C)…

A:

Q: Find z-transfrm for (n-1) X(n) u(n-1) x (n) 5nucn) - 2 n (o.3) uci) 2)

A:

Q: L[2t2 + 5 – 3 cos nt), t > 0

A: We use the Linearity property and table of Laplace transform to find the answer of the given…

Q: s2 +8s 1. Find the inverse transforms of (s-1) (s-3)²

A:

Q: I. Perform the indicated multiplication on the differential operator D. (xD -8)(xD +3)

A: Solution :-

Q: Find the Fourier transform of 8(t+2) + 8(t – 2).

A:

Q: Find the Laplace transform of 4 sin(3t)+2 cos(9t).

A: The Laplace transform of the function f(t) is represented as F(s) or L[f(t)], it is defined as…

Q: The Fourier transform of the function f(t) = 2e-2t cosh 2t u(t)is: 2 4 A- πδ (ω) B- πδ(ω )+ j2w+w?’…

A: We have to use formula for Fourier Transform.

Q: Please do the Fourier transform of the following formula u₁(xo, Yo) = exp(- exp(-xo+yo) wo

A: Given: u0x0,y0=exp-x02+y02w02 To find: Solution

Q: Find inverse Laplace by residue theory 2. XeS+(て-2x。) s- 25+5

A: Find the Laplace inverse transform by residue theory L-1x0s+x1-2x0s2-2s+5

Q: • Let: X₁ (jw) = 2nd(w) + nd(w − 4ñ) + ñ8(w + 4π) • Use the inverse Fourier Transform to find x₁(t)…

A: Introduction: Like other integral transformation, Fourier transformation has also its inverse. In…

Q: Find the inverse Laplace transform of each function: -4s a) F(s) = -5/2.

A: We find out the Laplace inverse transform .

Q: w? + 21 F(w) w2 + 9

A: The objective is to determine the inverse function of F(w) F(ω)=ω2+21ω2+9         =ω2+9+12ω2+9…

Q: ts] Transform the following to principal аxes: а. 5xỉ + 2x1x2 + 5x3 = 10

A:

Q: 5) Find the Inverse Transform of the Partial Fraction: 5s C-¹ ( 258,+12) L-1 s

A:

Q: 4.35 (Inverse Transforms) For each X(2), find the signal rn] for each valid ROC. 322 (a) X(2) = +…

A:

Q: The Fourier Transform of * x(t) = [u(t)-u(t-2)][u(t) – u(t − 1)] 8(t - 0.5) cos(2πt) - O exp(j0.5w)…

A:

Q: 2+1 a) (s+2)(s+3) -1 b) +2 c) +2a+5

A: Inverse Laplace transferom

Q: 3. Find the inverse Laplace transform. a) 8s2 − 4s + 12/s(s2 + 4)

A:

Q: (b) Find the inverse Fourier transform of the following: (11) 1 √w√2π (3+jw)

A:

Q: How can I inverse laplace transform? 3 10 (511)2(513)

A:

Q: s+4 L- 82 + 48 + 8 ,

A:

Q: Soive by us'ng fourier TVaus form CF.T 4(6) ayo solve *. ans =

A:

Q: a. L [2x5 + 3x³ - 10x² - 4] b. L[2 sin 3t 3 cosh 4t] c. L[5-3e-2x + 4 sinh 2x]

A: