Physics
Grade-9
Easy
Question
Will electrons flow in this electric circuit?
![](data:image/png;base64,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)
- Yes
- No
- Maybe
- Incomplete information
Hint:
When the circuit gets interrupted by non-conductors, the circuit will open and the current flow gets interrupted.
The correct answer is: No
No, electrons will not flow in this electric circuit.
- If the circuit is interrupted by non-conductors, the circuit will open.
- The current flow will be interrupted.
- The glass is a non-conductor that stops the flow of electrons and interrupts the electron flow in a circuit.
Related Questions to study
Physics
Identify the correct direction of current in the electric circuit diagram
![](data:image/png;base64,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)
Identify the correct direction of current in the electric circuit diagram
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
The path in which the electricity flows from a battery to a bulb and back to the battery is called the ____.
The path in which the electricity flows from a battery to a bulb and back to the battery is called the ____.
PhysicsGrade-9
Physics
Identify the correct direction of electrons in the electric circuit diagram
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Identify the correct direction of electrons in the electric circuit diagram
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Identify the kind of circuit this is
![](data:image/png;base64,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)
Identify the kind of circuit this is
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Identify the kind of circuit this is
![](data:image/png;base64,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)
Identify the kind of circuit this is
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
Identify the odd one out
Identify the odd one out
PhysicsGrade-9
Physics
Identify the electric load in this.
![](data:image/png;base64,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)
Identify the electric load in this.
![](data:image/png;base64,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)
PhysicsGrade-9
Physics
An electric current is
An electric current is
PhysicsGrade-9
Physics
What is the direction of current in an electric circuit?
What is the direction of current in an electric circuit?
PhysicsGrade-9
Physics
What is the direction of electrons in an electric circuit?
What is the direction of electrons in an electric circuit?
PhysicsGrade-9
Physics
____ converts electrical energy into other forms of energy and is attached in an electric circuit.
____ converts electrical energy into other forms of energy and is attached in an electric circuit.
PhysicsGrade-9
Physics
____ is a closed loop or pathway that allows electric charges to flow.
____ is a closed loop or pathway that allows electric charges to flow.
PhysicsGrade-9
Physics
When a compressive force is applied to a quartz crystal then:
When a compressive force is applied to a quartz crystal then:
PhysicsGrade-9
Physics
Simran is trying to make a solar cell. She stacks many individual cells together. What material should she use?
Simran is trying to make a solar cell. She stacks many individual cells together. What material should she use?
PhysicsGrade-9
Physics
Can you produce current in a wire with a magnet that is sitting still?
Can you produce current in a wire with a magnet that is sitting still?
PhysicsGrade-9