consider the signal g(t) (t-0

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consider the signal g(t) (t-0.004) 0.004 (t-0.005 0.002) Analytically, calculate the energy of signal and find Fourier transform of the signal, G(f) = F{g(t)}.
Short Table of Fourier Transforms g(t) GO) V V V V V 1 e-afu(t) a + j2.1f 2 eiu(-1) 3 e-aft a? + (27f2 4 te-Hult) (a +j2f)2 5 "e-a* u(1) (a + 2af)+) 6 &(1) 7 ] 80 8 J29f0! 8( -fo) 9 cos 27 fot 0.5[8( + $0) +84 - 0)] 10 sin 2nfot 10.5 [85 +fo) - 8f – fo)] | JI (1) top) + 2 12 sgnt j2af 13 cos 2 fot u(t) j2f 186f - fo) + ( +fo)] + (270)2 – (27) 14 sin 27 folur) 210 fo 18V -fo) - 8f + fo)] + (2180)2 – (278) 27f0 15 e di sin 24 folu{i) (a +278)2 +47212 16 *f cos 2n fot u(t) (a +j22f)2 + 472f7 17 (6) sinc (Aft) 18 2B sinc {27 Bt) 19 (1) z sine? (**) 20 B sinca (TBT) AG) 21 292-00 8(t – nt) fo2m2-2086f - nfo) a > 0 a + 2af10 a> 0 fo =