Given the function x(t)=t its Fourier transform, X(f) is: A. B. C. D. X(f)= sin(f) 2nf X(f) = j X(f) = j -∞ ≤ x < -1 −1≤x≤+1 cos(f) 2(π f)² cos(2л f) π f 1

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mot
Given the function x(t)={t
its Fourier transform, X(f) is:
A.
B.
C.
D.
X(ƒ)=
X(f)=j
0-0 ≤ x < -1
−1≤x≤+1
sin(7f)
2nf
X(f) = j
X(f)=
сos(2π f)
π f
cos(f)
2(π f)²
sin(2лƒf)
2(2π f)²
1
(π f)²
1<x<+∞0
sin(2Ã)
2(rf)²
cos(2лƒ)
2π f
-sin(f)-
1
πρ
-сos(π f)
Transcribed Image Text:mot Given the function x(t)={t its Fourier transform, X(f) is: A. B. C. D. X(ƒ)= X(f)=j 0-0 ≤ x < -1 −1≤x≤+1 sin(7f) 2nf X(f) = j X(f)= сos(2π f) π f cos(f) 2(π f)² sin(2лƒf) 2(2π f)² 1 (π f)² 1<x<+∞0 sin(2Ã) 2(rf)² cos(2лƒ) 2π f -sin(f)- 1 πρ -сos(π f)
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