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Physics: Post your doubts here!

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u mean only the phase diff???
its easier if u convert the angle in radian ie multiply by (π/180°) ----> 60° = π/3 rads.
n c this ---> View attachment 24783
thts whr the new wave will start!
thanks##
can you please draw it with caliperating the amplitude and the phase differnce ... because i want to make sure .. and my teacher didnt explain this topic well!

pi/3 rad will be on left ??? wouldnt it
 
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Phase difference always got to me as well
Anyhow
Phase difference=[(distance between the two waves on the x-axis)/(period of either one of the waves] *360 (or 2pi of you want to work with radians. I prefer degrees, and the question is in degrees as well).

So they already told us phase diff. which was 60 degrees. We can count the number of small boxes to know the period. The number of small boxes is 30 for one whole wave.
so putting everything into our formula
60= (distance between the waves)/30 * 360
60/360= (distance between the two waves/30)
1/6= distance between the two waves/30
distance between the two waves 1/6 * 30
=5.

So now we know the distance between the two waves is going to be 5 small boxes. And the period is going to be the same (30 small boxes). So you need to start the wave 5 small boxes from the original wave. and the period will be the same.
I simplified it a bit for you! Hope you wont get confused any more :p

You cleared a very big concept for me. Thanks man
 
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As for question 11 b
(i) The amplitude for the sinusoidal signal would remain unchanged since the question mentions it is being modulated by FREQUENCY and not amplitude. So the amplitude would remain 5V
(ii) and (iii) Now, the carrier wave has frequency deviation of the carrier wave is 20 kHz V^-1. This means that for every 1 V change in the signal, the frequency of the carrier wave changes by 20 kHz. Now the carrier wave has an amplitude of 2V. So shift produced by the signal is 2*20= +- 40
So max frequency is 600+40= 640 kHz and min frequency is 600-40= 560 kHz
(iv) Since the carrier wave has a frequency of 7kHz, the change every second of the modulated wave is going to 7000.
Thank you! Your explanation was very clear.
 

Tkp

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