recategorized by
848 views
1 1 vote

In the table shown below, match the signal type with its spectral characteristics.

  Signal type   Spectral characteristics 
(i) Continuous, aperiodic (a) Continuous, aperiodic
(ii) Continuous, periodic (b) Continuous, periodic
(iii) Discrete, aperiodic (c) Discrete, aperiodic
(iv) Discrete, periodic (d) Discrete, periodic
  1. $(i) \rightarrow(a),(i i) \rightarrow(b),(i i i) \rightarrow(c),(i v) \rightarrow(d)$
  2. $(i) \rightarrow(a),(i i) \rightarrow(c),(i i i) \rightarrow(b),(i v) \rightarrow(d)$
  3. $(i) \rightarrow(d),(i i) \rightarrow(b),(i i i) \rightarrow(c),(i v) \rightarrow(a)$
  4. $(i) \rightarrow(a),(i i) \rightarrow(c),(i i i) \rightarrow(d),(i v) \rightarrow(b)$

1 Answer

Answer:
Position:
Show:

Related questions

0 0 votes
1 1 answer
839
839 views
admin asked May 20, 2023
839 views
Consider a system with input $x(t)$ and output $y(t)=x\left(e^{t}\right)$. The system isCausal and time invariant.Non-causal and time varying.Causal and time varying.Non-...
0 0 votes
0 0 answers
842
842 views
admin asked May 20, 2023
842 views
Let $m(t)$ be a strictly band-limited signal with bandwidth $B$ and energy $E$. Assuming $\omega_{0}=10 B$, the energy in the $m(t) \cos \omega_{0} t$ is$\frac{E}{4}$$\f...
1 1 vote
0 0 answers
621
621 views
admin asked May 20, 2023
621 views
The Fourier transform $X(\omega)$ of $x(t)=e^{-t^{2}}$ isNote: $\int_{-\infty}^{\infty} e^{-y^{2}} d y=\sqrt{\pi}$$\sqrt{\pi} e^{\frac{\omega^{2}}{2}}$$\frac{e^{-\frac{\o...
1 1 vote
0 0 answers
810
810 views
admin asked May 20, 2023
810 views
Let $x(t)=10 \cos (10.5 W t)$ be passed through an LTI system having impulse response $h(t)=\pi\left(\frac{\sin W t}{\pi t}\right)^{2} \cos 10 Wt$. The output of the sys...

Add Synced Question

×