EBK THE ANALYSIS AND DESIGN OF LINEAR C
8th Edition
ISBN: 9781119140320
Author: Toussaint
Publisher: VST
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If Fourier transform of f(t) is F(w) find Fourier transform of g(t) using
only properties.
d
g(t) = f(2t)+8(3-1)+ ej(t-1)f(t)
dt
3z²+7z+1
dz
(b) If C is the circle |z+i|=1.
What is the value of S
(a) If C is the circle |z+1|=1.
z+1
(c) If C is the ellipse x²+y2=8.
=
Find the residues of all the poles of f(z) =
3z
(z+2)²(z²-1)
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- find the inverse Laplace transform of X(s)= i) Re[s]> 3 ii) Re[s]<1 s+5 for (s-1)(s-2)(s-3) iii) 1arrow_forwardFor R1, what is the resistance in kΩ? For R1, what the current in mA? For R1, what is the voltage in V? For R1, what is the power in W? For R2, what is the resistance in kΩ? For R2, what the current in mA? For R2, what is the voltage in V? For R2, what is the power in W? For R3, what is the resistance in kΩ? For R3, what the current in mA? For R3, what is the voltage in V? For R3, what is the power in W? For R4, what is the resistance in kΩ? For R4, what the current in mA? For R4, what is the voltage in V? For R4, what is the power in W? For R5, what is the resistance in kΩ? For R5, what the current in mA? For R5, what is the voltage in V? For R5, what is the power in W? What is the total resistance in Ω? What is the total current in mA? What is the total voltage in V? What is the total power in W?arrow_forwardPlease answer allarrow_forwardarrow_back_iosSEE MORE QUESTIONSarrow_forward_ios
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