Why do capacitors 'in series' each carry the same charge?

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jrdelacruz
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Homework Statement


Exactly from my homework:
"It is assumed that for capacitors 'in series' that each capacitor carries the same charge Q. Give a physical argument for this. Why does this make sense?"


Homework Equations





The Attempt at a Solution


I've tried searching for the answer, and none of it is making sense to me, perhaps someone can explain it in a simpler way? This is what I have come up with so far, please help me finish/correct it:

"Let us assume that there are 2 capacitors connected in series by a battery, capacitor 1 consists of plates A and B of size X and capacitor 2 consists of plates C and D of size Y. The plates are lined up in series alphabetically. Going to plate A is a positive charge Q. This means the charge –Q will be on D."
 
on Phys.org
What must the net (i.e. total) charge on this conductor be?
The net charge on the conductor should be 0. But how does that relate to the problem?
When you place charge +Q on plate A, where does the charge -Q on plate B come from?
The charge -Q on plate B comes from the charge +Q of plate A. All of the electrons from the conductor (plate B and C) will move to plate B because of the +Q of plate A right?
 
So that means there must be a charge Q on plate C! So, now I know each capacitor has a charge of Q, is it safe to say that each plate has a charge of magnitude Q?