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A sound wave emanating from a stationary observer bounces off an object approaching with velocity v. The original wave, relative to the reflected wave, has:
a higher wavelength but a lower velocity.
a lower wavelength and the same velocity.
a higher wavelength and the same velocity.
a lower wavelength but a higher velocity.
I kind of understand the concept of Doppler Effect and I use kind of very lightly. In the TBR Physics book they explained it but it wasn't in depth. I also watched Chad's videos on this topic but idk.
This is how I looked at this problem but I don't know if my reasoning is right, so this is why I posted this question.
The observer is stationary, so it doesn't have any velocity. The source is approaching the observer with some type of velocity, so we can also think of the equation v=wavelength x frequency. Because the frequency will be higher for the source it's wavelength will be shorter. For the observer, it's wavelength will be longer with a lower frequency. This is my reasoning but as far as using the equation is where I get lost.
Thanks again!
a higher wavelength but a lower velocity.
a lower wavelength and the same velocity.
a higher wavelength and the same velocity.
a lower wavelength but a higher velocity.
I kind of understand the concept of Doppler Effect and I use kind of very lightly. In the TBR Physics book they explained it but it wasn't in depth. I also watched Chad's videos on this topic but idk.
This is how I looked at this problem but I don't know if my reasoning is right, so this is why I posted this question.
The observer is stationary, so it doesn't have any velocity. The source is approaching the observer with some type of velocity, so we can also think of the equation v=wavelength x frequency. Because the frequency will be higher for the source it's wavelength will be shorter. For the observer, it's wavelength will be longer with a lower frequency. This is my reasoning but as far as using the equation is where I get lost.
Thanks again!