11/3 Difference between Series and Parallel

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18 Terms

1
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Number of paths for an electron to travel in series?

Only one path

2
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Number of paths for an electron to travel in parallel?

Multiple paths for current to travel

3
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Equation used to find Equivalent Resistance in Series

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4
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Equation used to find Equivalent Resistance in Parallel

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5
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Equation used to find Voltage or Current in Series

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6
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Equation used to find Voltage or Current in Parallel

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7
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Without adding resistances, what remains constant in series?

Current remains constant throughout

8
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Without adding resistances, what remains constant in parallel?

Voltage remains constant across each branch

9
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What happens to the circuit’s total resistance as more resistance is added in series?

Total resistance increases

10
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What happens to the circuit’s total resistance as more resistance is added in parallel?

Total resistance decreases

11
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What happens to “total” current when adding more resistances in series?

Total current decreases

12
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What happens to “total” current when adding more resistances in parallel?

Total current increases (more paths allow more current)

13
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What voltage goes into each resistance of the circuit in series?

Voltage is divided among resistors

14
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What voltage goes into each resistance of the circuit in parallel?

Voltage is the same across each resistor

15
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When you have 2 or more resistances in the circuit, what happens when 1 breaks, creating a gap in that section of the circuit in series?

The whole circuit stops working (open circuit)

16
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When you have 2 or more resistances in the circuit, what happens when 1 breaks, creating a gap in that section of the circuit in parallel?

Only that branch stops working; the rest continue to function

17
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What must be the difference in voltage from just leaving the voltage source and just before returning to the voltage source in series?

The sum of voltage drops across resistors equals the total voltage of the source

18
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What must be the difference in voltage from just leaving the voltage source and just before returning to the voltage source in parallel?

The voltage drop across each branch equals the total voltage of the source