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Question

Signals and Systems Question on Fourier Transform

Match List I with List II List I (Signal)List II (Fourier Transform)
Ax(tt0) x(t-t_0)
Bejω0tx(t)e^{j \omega_0 t} x(t)
Cdx(t)dt \frac{dx(t)}{{dt}}
D(jt)x(t)(-jt)x(t)

Choose the correct answer from the options given below:

A

(A)-(III); (B)-(IV); (C)-(I); (D)-(II)

B

(A)-(II); (B)-(I); (C)-(IV); (D)-(III)

C

(A)-(II); (B)-(III); (C)-(IV); (D)-(I)

D

(A)-(IV); (B)-(I); (C)-(II); (D)-(III)

Answer

(A)-(II); (B)-(III); (C)-(IV); (D)-(I)

Explanation

Solution

The Correct answer is option (C) : (A)-(II); (B)-(III); (C)-(IV); (D)-(I)