Physics
Grade-10
Easy
Question
An incident ray goes along the normal. Its angle of incidence is ____ degrees.
Hint:
0
The correct answer is: 0
the ray of light is incident normally on a plane mirror, which means that the angle of incidence is 0° and not 90°.
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The two laws of reflection of light hold for reflection of light from _____.
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The picture below shows the diagrammatic representation of a ______.
![](data:image/png;base64,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)
The picture below shows the diagrammatic representation of a ______.
![](data:image/png;base64,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)
PhysicsGrade-10
Physics
The incident ray, the reflected ray and the normal touch each other at ____.
The incident ray, the reflected ray and the normal touch each other at ____.
PhysicsGrade-10
Physics
The angle made by the incident ray with the normal is 63 degrees. The angle of reflection is ____ degrees.
The angle made by the incident ray with the normal is 63 degrees. The angle of reflection is ____ degrees.
PhysicsGrade-10
Physics
A reflected ray makes an angle of 34 degrees with the reflecting surface. The angle of incidence is ____ degrees.
A reflected ray makes an angle of 34 degrees with the reflecting surface. The angle of incidence is ____ degrees.
PhysicsGrade-10
Physics
An incident ray makes an angle of 45 degrees with the reflecting surface. The angle of incidence is ____ degrees.
An incident ray makes an angle of 45 degrees with the reflecting surface. The angle of incidence is ____ degrees.
PhysicsGrade-10
Physics
An incident ray goes perpendicular to the normal. Its angle of incidence is ___ degrees.
An incident ray goes perpendicular to the normal. Its angle of incidence is ___ degrees.
PhysicsGrade-10
Physics
The reflecting surfaces of a convex mirror and a concave mirror are ____ and ____, respectively.
The reflecting surfaces of a convex mirror and a concave mirror are ____ and ____, respectively.
PhysicsGrade-10
Physics
The laws of reflection do not hold for the reflection from the ____.
The laws of reflection do not hold for the reflection from the ____.
PhysicsGrade-10
Physics
The incident ray, the reflected ray, the normal at the point of incidence all lie on the same plane, which is ____.
The incident ray, the reflected ray, the normal at the point of incidence all lie on the same plane, which is ____.
PhysicsGrade-10
Physics
The angle between the normal and the reflecting surface is ____ degrees.
The angle between the normal and the reflecting surface is ____ degrees.
PhysicsGrade-10
Physics
Label the diagram below by filling in the blank green box with the suitable name from the options.
![](data:image/png;base64,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)
Label the diagram below by filling in the blank green box with the suitable name from the options.
![](data:image/png;base64,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)
PhysicsGrade-10