Physics
Grade-7
Easy
Question
In which of the following circuits bulb will glow?
Hint:
Switch- circuit should be complete.
The correct answer is: ![](data:image/png;base64,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)
In option 2 switch is closed and current flows through bulb which makes the bulb glow while option 1, 3 and 4 have open switches and current does not flow through the bulbs.
Related Questions to study
Physics
It is a part of an electric bulb, and it glows when an electric current is switched on. It is
It is a part of an electric bulb, and it glows when an electric current is switched on. It is
PhysicsGrade-7
Physics
Which of the following statements is correct about a switch?
Which of the following statements is correct about a switch?
PhysicsGrade-7
Physics
An electric bulb gives us light due to the ___________ effect of electric current.
An electric bulb gives us light due to the ___________ effect of electric current.
PhysicsGrade-7
Physics
DIRECTIONS: Based on the following diagram/picture, answer the questions given below: In the circuit diagram shown below, the bulb lights up when
![](data:image/png;base64,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)
DIRECTIONS: Based on the following diagram/picture, answer the questions given below: In the circuit diagram shown below, the bulb lights up when
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
The heating element is not a part of which one of the following electrical appliances?
The heating element is not a part of which one of the following electrical appliances?
PhysicsGrade-7
Physics
Fuse wire is made up of alloys of
Fuse wire is made up of alloys of
PhysicsGrade-7
Physics
The filament of an electric bulb is made up of
The filament of an electric bulb is made up of
PhysicsGrade-7
Physics
DIRECTIONS: Match Column-I with Column-II and select the correct answer using the codes given below the columns.
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)
DIRECTIONS: Match Column-I with Column-II and select the correct answer using the codes given below the columns.
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
There is a coil of wire in an electric iron. This coil of wire is known as
There is a coil of wire in an electric iron. This coil of wire is known as
PhysicsGrade-7
Physics
A fuse is used in an electrical circuit to
A fuse is used in an electrical circuit to
PhysicsGrade-7
Physics
Coils of heating devices are made up of
Coils of heating devices are made up of
PhysicsGrade-7
Physics
The heating effect of electric current is used in
The heating effect of electric current is used in
PhysicsGrade-7
Physics
A fuse wire is made up of alloy
A fuse wire is made up of alloy
PhysicsGrade-7
Physics
How many bulbs are there in the given circuit diagram?
![](data:image/png;base64,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)
How many bulbs are there in the given circuit diagram?
![](data:image/png;base64,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)
PhysicsGrade-7
Physics
How many resisters are there in the given circuit diagram?
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)
How many resisters are there in the given circuit diagram?
![](data:image/png;base64,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)
PhysicsGrade-7