Physics
Grade-10
Easy
Question
Label the diagram below by filling in the blank green box with the suitable measure of the angle from the options.
![](data:image/png;base64,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)
- 34
- 32
- 30
30
- 28
Hint:
30
The correct answer is: 30
30
on a plane surface, the angle of incidence is equal to the angle of reflection hence, the angle of reflection is 30°.
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The normal line ____.
The normal line ____.
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A concave mirror has its concave surface as _____ surface..
A concave mirror has its concave surface as _____ surface..
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We are able to see an object when the light _____ enters our eyes.
We are able to see an object when the light _____ enters our eyes.
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For a normal incidence, the angle of incidence is ____ degrees.
For a normal incidence, the angle of incidence is ____ degrees.
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A normal incidence is when ____.
A normal incidence is when ____.
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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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)
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
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
Physics
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
For a ray of light getting reflected from a surface, the angle of incidence is _____ the angle of reflection.
For a ray of light getting reflected from a surface, the angle of incidence is _____ the angle of reflection.
PhysicsGrade-10
science
Which of the following statement is correct about sexual reproduction?
Which of the following statement is correct about sexual reproduction?
scienceGrade-10
science
Reproduction is of ______ types.
Reproduction is of ______ types.
scienceGrade-10
science
Select the correct statement.
Select the correct statement.
scienceGrade-10
science
Genes are present in the _______.
Genes are present in the _______.
scienceGrade-10
science
Homologous chromosomes in body cells have__________.
Homologous chromosomes in body cells have__________.
scienceGrade-10
science
Why do offspring formed by sexual reproduction show more variations?
Why do offspring formed by sexual reproduction show more variations?
scienceGrade-10