Understanding the Charge to Mass Ratio of a Singly Ionized Benzene Molecule

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The charge to mass ratio for a singly ionized benzene molecule is expressed as e/(78u), equating to approximately 1.2357 x 10^6 C/kg. The charge (q) is the fundamental charge of 1.602 x 10^-19 C, while the mass (m) is calculated as 78 atomic mass units (amu), which converts to about 1.295 x 10^-25 kg. The large number provided in the discussion represents the ratio of charge to mass, simplifying calculations in related contexts. Understanding this ratio is crucial for interpreting the behavior of ions in fields like mass spectrometry. This clarification helps in grasping the significance of charge and mass in molecular analysis.
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Just having trouble determining what they mean by "The charge to mass ratio for a singly ionized benzene molecule is e/(78u)=1235712.07908557C/kg."


For this, what would be the charge and what would be the mass?
 
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The single charge is a fundamental charge (equal to that on a proton, since 'singly ionized' means that the molecule has lost a single electron). The mass unit is an amu: atomic mass unit, also known as a dalton. Equivalent to 1.660538921 x 10-27 kg.
 
gneill said:
The single charge is a fundamental charge (equal to that on a proton, since 'singly ionized' means that the molecule has lost a single electron). The mass unit is an amu: atomic mass unit, also known as a dalton. Equivalent to 1.660538921 x 10-27 kg.

I see. So to clarify q = 1.602 x 10-19 & m = 78*u = 1.295 x 10-25?
 
Alouette said:
I see. So to clarify q = 1.602 x 10-19 & m = 78*u = 1.295 x 10-25?

Those are the numbers.
 
But where does that large given number come in?
 
Alouette said:
But where does that large given number come in?

I have no more information than what you stated in the first post. Where did you get the number, and in what context?
 
Ah well I figured it out, what they mean is e/m = charge to mass ratio. The context doesn't add much to figuring out what it means however, it just sets up the question.

As in every time e/m is encountered for the rest of the question, 1.26 x 106 (the long number of C/kg units) would be its value, which makes sense since it is asking for charge over mass. Kind of tricky too though...

I had initially thought we needed to find the individual values of q and m, which is why I asked where the large number came into play. Thanks for the info about amu though!
 
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