Mastering Signal Functions: Expert Answers to Your Questions

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In summary, the conversation is about the delta function representation of a sine wave in the time and frequency domains. The height of the delta function represents the amplitude of the sine wave and its position along the frequency axis represents its frequency. The answers to question 2 appear to be correct. The person also asks for a visual representation and help with adding and multiplying functions together.
  • #1
kevin_obl
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Hi, Just got some question with some function.. which I'm not really sure about the answer!

Question as below

1-1.jpg


My answer for Question 1
3-2.jpg

Is that the right way to present the signal?


My answer for Question 2

For f(t-2)
ft-2.jpg


For f(2-t)
f2-t.jpg


For f(-t)
f-t.jpg


For -f(t) [Not really sure about this] Am I do it correctly?
-ft.jpg
 
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  • #2
A sine wave in the time domain has a delta function representation in the frequency domain. The height of the delta function is related to the amplitude of the sine wave; the position along the frequency axis is related to the frequency of the sine wave. Obviously, smaller period implies higher frequency.

The answers to question 2 appear to be correct.

- Warren
 
  • #3
chroot said:
A sine wave in the time domain has a delta function representation in the frequency domain. The height of the delta function is related to the amplitude of the sine wave; the position along the frequency axis is related to the frequency of the sine wave. Obviously, smaller period implies higher frequency.

The answers to question 2 appear to be correct.

- Warren


Am I doing it wrongly?? Since the amplitudes are given as 0.5 for part a) and part c) and 1 for part b).. That's why I just wrote them on the frequency domain.
Is that any possible way for you to show me something in picture?? Thank Alot for your help.. Appreciated
 
  • #4
Anyone here know how to add and multiply two function together??

Question Part1
1-1.jpg

Question Part2
2-1.jpg
 

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