Series
Parallel
electric circuits
100

A series circuit has how many pathways? 

one! 

100

A parallel circuit has how many path ways?

two or more 

100

What type of subatomic particle flows through the circuits? 

Electrons

200

True or False?

 A series circuit can have more than one light bulb attached to the circuit

True 

200

What are some examples that you could use to help remember a parallel circuit? 

rivers/ streams 

lightbulbs 

electrons flowing thru conductors 

200

Energy flows through what direction?

counterclockwise direction

300

True or false 

Current is not the same throughout the lightbulbs  in the circuit

false 

300

In a parallel circuit, if one light bulb goes out what happens? 

that one light bulb goes out not the others 

300

What happens when you have no battery in the circuit? 

The circuit would not work! Needs to have all parts to operate 

400

Which one is the correct circuit for a series circuit?




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

400

Explain why in a circuit if one light bulb was to go out, why wouldn't the others?

Because it creates it's own loop with the battery causing only that lightbulb to go out

500

Describe a series circuit 

A single pathway circuit consisting of just one battery and could possibly have more than one unit attached

500

Describe a parallel circuit 

A parallel circuit is one that has two or more pathways for the electricity to flow, the loads are parallel to each other