- Problem 1 Find The Fourier Transform Of The Following Functions T A F T E 0 002 Sin 100t U T B F T 3 5 T2 Pr 1 (34.18 KiB) Viewed 43 times
Problem 1: Find the Fourier transform of the following functions. t a) f(t) = e 0.002 sin(100t) u(t) b) f(t) = 3 5+t2 Pr
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Problem 1: Find the Fourier transform of the following functions. t a) f(t) = e 0.002 sin(100t) u(t) b) f(t) = 3 5+t2 Pr
Problem 1: Find the Fourier transform of the following functions. t a) f(t) = e 0.002 sin(100t) u(t) b) f(t) = 3 5+t2 Problem 2: Evaluate the following integrals a) Y(w) = SC (297-w2 14 49+ 2 dw 2 b) y(t) = 8.5 = = sin (1000) 1000 000)) dt
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