Not very useful answer because it returned to the parent class.. better is 3 donkeys + 2 dogs = 5 animals. yet better is 3 donkeys + 2 dogs = 5 mammals. still almost the same, and this is the problem
of the question:
I have 3 frequencies: 1KHz, 10KHz and 100KHz, is there any way to know the "weight" of all three?
Thanks in advance.
Hint:
I am trying to hold the thread head of analog computing!
@Beja On the second thread you have a delete-link right from Edit-link... You can delete the mistaken post by yourself
@LucaMs lol... But seriously said i did NOT understand that all too. IΒ΄m not familar with Frquencies and such things...
Hi LM,
Trying to wonder outside the box.. 111K is not the answer I am looking for.. I want to keep the identity of each number and at the same time I am trying to identify the "community" value.
@Don,
Thanks and will try to see that link.. so far I only see the edit link.
I think combination of three different frequencies can be only a 'noise'. Periods and alternances don't be equal. Result frequency has repeatable parts.
If you want to extract all frequencies you can use fast fourier transform algorithm.
What exactly do you want to do ?
Where do the frequencies come from ?
It seems you know the frequeny, but not the amplitude ?
Do they have constant amplitudes ?
You might have a look at the demo program shiped with the Fast Fourier Transform library and play with it to see what happens combining time signals with different fequencies and amplitides.