Question

Match List I with List II

List I (Signal)		List II (Fourier Transform)
A	$ x(t-t_0)$	I	$ \frac{dx(\omega)}{{d\omega}}$
B	$ e^{j \omega_0 t} x(t) $	II	$ e^{j \omega t_0} X(\omega) $
C	$ \frac{dx(t)}{{dt}}$	III	$ x(\omega-\omega_0)$
D	$(-jt)x(t) $	IV	$j\omega X(\omega) $

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 1

The Correct Option is C

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