Why is the current constant in a series circuit?

AI Thread Summary
In a series circuit, the current remains constant throughout because the same amount of charge flows through each component sequentially. While resistors do provide resistance, they do not alter the total current; instead, they affect the voltage drop across each resistor. The total voltage supplied by the source is divided among the resistors, leading to different voltage levels across them. This principle ensures that whatever current enters the circuit must also exit, maintaining a consistent flow. Understanding this relationship between current and voltage is crucial for analyzing series circuits effectively.
Forestman
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I know that in a series circuit the current is the same amperage though out the circuit. What does not make sense to me though, is why it should be that way. For example, if one had a series circuit with just resistors in it, it seems that the resistors would each change the flow of the current by way of providing resistance. I hope that that made sense.
 
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Think of the series resistors as one resistor. So whatever current will flow in, it must flow out. But what will be different is the voltage across every resistor.
 
Thanks waht.
 
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