Physics
Grade-8
Easy
Question
Unlike charges _______ each other.
- Attract
- Repel
- No movement
- None
Hint:
Unlike charges attract each other.
The correct answer is: Attract
Unlike charges attract each other.
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Which of the following diagrams, X and Y, show charging by conduction and charging by induction? (Assume stands are insulating.)
![](data:image/png;base64,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)
Which of the following diagrams, X and Y, show charging by conduction and charging by induction? (Assume stands are insulating.)
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
In induction, the uncharged body is charged by a _____ body.
In induction, the uncharged body is charged by a _____ body.
PhysicsGrade-8
Physics
The mode of charging without contact is called ______.
The mode of charging without contact is called ______.
PhysicsGrade-8
Physics
Silver, aluminum, copper are:
Silver, aluminum, copper are:
PhysicsGrade-8
Physics
A positively charged rod is used to touch the metal knob of an electroscope. The leaves remain parted after it is removed. A negatively charged rod now touches the metal knob. The distance between the leaves
A positively charged rod is used to touch the metal knob of an electroscope. The leaves remain parted after it is removed. A negatively charged rod now touches the metal knob. The distance between the leaves
PhysicsGrade-8
Physics
If plastic strips are placed in an electroscope at the place of aluminum strips, then:
If plastic strips are placed in an electroscope at the place of aluminum strips, then:
PhysicsGrade-8
Physics
What is the purpose of an electroscope?
What is the purpose of an electroscope?
PhysicsGrade-8
Physics
Plastic, rubber, paper are examples of:
Plastic, rubber, paper are examples of:
PhysicsGrade-8