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November 01, 2025, 09:32:46 am

Author Topic: Mercury energy levels  (Read 1217 times)  Share 

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fredrick

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Mercury energy levels
« on: October 18, 2008, 11:05:15 am »
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[IMG]http://img75.imageshack.us/img75/8945/38369221rm3.png[/img]
[IMG]http://img75.imageshack.us/img75/38369221rm3.png/1/w325.png[/img]
Calculate the momentum of the photon of highest possible enrgy level emitted from these level of mercury.

This might be stupid but I can calcualte the momentum no probs, the problem is how to work out the highest possible energy of the photon. The answers have from the (n=1) to the (n=2) state the highest photon is emitted. But if its emitted wouldnt it be from the (n=2) to the (n=1) state not the other way round?? And why cant it be from the (n=1) to the (n=4) state? Im comfused :idiot2:
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cara.mel

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Re: Mercury energy levels
« Reply #1 on: October 18, 2008, 11:16:58 am »
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What is the exact question?

The answer is probably saying n=1 to n=2 because first of all you need to give it energy to get it up into n=2. But the fact the answer doesnt have 4-1 either means its a dodgy question or I don't have the full question here to read.

fredrick

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Re: Mercury energy levels
« Reply #2 on: October 18, 2008, 11:27:40 am »
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The question before it says, calculate the wavelength of the photon of highest possible energy emitted from these levels of mercury. No other infomation is given
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fredrick

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Re: Mercury energy levels
« Reply #3 on: October 18, 2008, 11:30:11 am »
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This is there answer:
The photon of highest possible enrgy will be the one which emits the highest energy photon, and this occurs when the enrgy gap between levels is largest.
Thus E=4.9eV=4.9X(1.6E-19)j...
E=hf...
 
I will be tutoring Specialist/Methods in 2009. PM me if interested!

2007-Further Maths (47)
2008-English(28), Methods(46), Spech (44), Physics(34)

2009-Bachelor of Mechtronics engineering. Monash-Clayton

cara.mel

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Re: Mercury energy levels
« Reply #4 on: October 18, 2008, 11:37:45 am »
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dodgy question then, n=2 -> n=1 isn't the largest transition :P