The Laplace transform of -5t, Select one: O F(s) 3e-5(s+2) s+2 F(s) = 3e-2s S O F(s) 3e-2s+5 s+5

Q: Determine inverse z-transform of the following equations: Z 2² a. b. (z-2)² (z-1)(z-0.5)

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Q: Q8 Find the Fourier transform of the following functions: p,-1<x <1 f (x) = 0, otherwise p-x,-1<x <1…

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Q: Exs- Find and sketch the signal Corresponding to the z-tranoform function لن T+37722=2

A: Break the given z transform into partial fractions and bring the terms into recognizable forms of…

Q: Use the properties to find Fourier transform. f(t) -10 -5 5 10 t (ms)

A: The given curve can be approximated to:

Q: 8z Compute the inverse z-transforms of z²-6z+25

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Q: . Using the tables and partial fractions, find the inverse Laplace transform of the following: 7s+5…

A: Solution

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

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Q: 2s + 2 s(s+1)(s+4) 2s +5 (s +1 −j)(s+1+j)

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Q: 2. (a) For n 2 0 write out the fint four terms of the sequence z(n) 3(-3)" and then use the…

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Q: Determine ¹ 4s²-5s +6 (s+1)(s² + 4)

A: To find the inverse Laplace transform of the below function. L−14s2−5s+6s+1s2+4

Q: 2. Use the tables to find the inverse z transforms of the following a. Z z+4

A: Given:Xz=zz+4we can write this as :Xz=zz+4=11--4z-1

Q: O Find inverse Z-Transform of 1- 3z-5 (1– 0.2z-1)(1+ 0. 6z-1) X(z) = ving ROC = 0.2 < ]z| < 0.6

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Q: Find the given inverse transform L .((무) + (+) - (주) } { s2 S-2 O t+1+e2t O t– 1– e2t O t+ e2t…

A: Given that L−11s2−1s+1s−2. We have to find the inverse Laplace transform. Use formula L−1n!sn+1=tn…

Q: Find the inverse Z-transform of X(z) = Z-1

A: To find the inverse Z-transform of X(z) = (z^(-8))/(z - 1), we can use the partial fraction…

Q: Ql: Find the Z-transform of the following: * P(828) numbers 1- 2k 7- 5 cos 2k 13) 3(-5)* 16)…

A: In the given question we have to find the z- transformation of the given discrete functions.before…

Q: Convolution method: Find the function whose Fourier transform is 1 (4 + k2)(9 + k²)

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Q: s²+6 (s²+1) (s²+4) Find the inverse laplace transform of using convolution theorem.

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Q: 2s2 – 3s + 5 - Find the inverse Laplace transform for s2 (s2 + 1)

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Q: Q3/ find the inverse Z transform for the following 8z (2z-1)(4z - 1)

A: In this question the denominator is    (2z-1)(4z-1) =8z2 - 6z + 1   So the question can be done as…

Q: az"¹)]sin(a @)-¹ + a² az-1)2]sin(a w)₂-¹ + a² az-1)³]sin(a @)²-¹ + a² -(az-1)³]sin

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Q: The inverse Z-transform of the function x{z): for (1+2 (2-2)

A: Given, x(z)= 11+z-12-z-1 for ROC 12&lt;z&lt;1 Now,         x(z)= z2z+12z-1 Using partial fraction,…

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

A: Inverse Laplace transferom

Q: Find the inverse Fourier transform of 27 + 8(w). (a) 1+ 8(t) (b) + 8(t) (c) + 27 8(t) (d) 1+2 8(t)

A: Option (c) is correct.

Q: Example 7: 422-2 3-5z2+82-4 Find the inverse Z-transform of

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Q: N T (1-z-¹) 5 3 1 2 1 <2 시리<

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Q: 5s + 57 32(s + 2s + 17)

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Q: Q3: a) Find the Z-transform for f(k) = k ek a

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Q: X(z) = z² N N (2--/-)² (2-²) 3/

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Q: 4. Find the inverse z-transform of (z-a)(z-b)(z-c)

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Q: 2s2+1 Find the inverse transform: F(s) s(s+1)2 A. 3 – e-t – te-t C. 1- e-t + 3te-t B. 3 + e-t +…

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Q: 4s+4 Find the inverse transform: F(s) %3D s2 (s-2)

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Q: Solve the following differential equation: yde+xdy 1-x²y² +ædr=0. = constant.

A: Given that the differential equation ydx+xdy1-x2y2+x dx=0

Q: Find the Fourier transform of eiax

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Q: (2x – 8x² , if]x| 2 f(x) :

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