How Does Capacitance Affect Charge Storage in Series Capacitors?

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Capacitance in series affects charge storage by requiring that the total capacitance is calculated using the inverse formula, similar to resistors in parallel. Each capacitor in series stores the same charge, which can lead to different voltage drops across each capacitor depending on their individual capacitances. Understanding this relationship is crucial for solving problems related to charge storage in series configurations. The discussion emphasizes the need for clarity on how to apply these principles to specific questions. Proper application of the formula is essential for accurate calculations in electrical circuits.
Sanosuke Sagara
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This question relates on the capacitance and the charge stored in each capacitor.

I have my question and diagram in the attachment.Hope that anyone will help me figure out.
 

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I really need help on this question as I can't figure out the way to solve this type of question.
 
Capacitance for capacitors in series adds like the inverses, similar to resistors in parallel.

\frac{1}{C} = \frac{1}{C_1}+\frac{1}{C_2}

Or were you having trouble with some other part of the problem?

--J
 
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