Physics
Grade-6
Easy
Question
A triangular glass prism has ____ rectangular faces.
- 0
- 2
- 1
- 3
Hint:
3
The correct answer is: 3
A triangular prism has 5 faces: 3 rectangular and 2 triangular
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)
Color printers have ink cartridges containing cyan, magenta, and yellow. Look at the image below and tell what secondary color it will produce if magenta runs out?
![](data:image/png;base64,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)
PhysicsGrade-6
Physics
The light ray coming back to the same medium after reflection is called
The light ray coming back to the same medium after reflection is called
PhysicsGrade-6
Physics
Which one of the following colors is not a primary color of white light?
Which one of the following colors is not a primary color of white light?
PhysicsGrade-6
Physics
Which color model is now only used in the art field?
Which color model is now only used in the art field?
PhysicsGrade-6
Physics
The traditional color model is
The traditional color model is
PhysicsGrade-6
Physics
In the CMY color model, if you mix all three colors, what is the color you get?
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)
In the CMY color model, if you mix all three colors, what is the color you get?
![](data:image/png;base64,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)
PhysicsGrade-6
Physics
The light that is __________ decides the color of the object.
The light that is __________ decides the color of the object.
PhysicsGrade-6
Physics
Why does a leaf look green in color?
Why does a leaf look green in color?
PhysicsGrade-6
Physics
The color of light is given by its ____.
The color of light is given by its ____.
PhysicsGrade-6
Physics
When light strikes an object, it looks of a certain color when the rays after ________ enter the eyes.
When light strikes an object, it looks of a certain color when the rays after ________ enter the eyes.
PhysicsGrade-6
Physics
Which of these colors does the white light not have in it?
Which of these colors does the white light not have in it?
PhysicsGrade-6
Physics
The color/colors of light used by leaves for photosynthesis is/are __________.
The color/colors of light used by leaves for photosynthesis is/are __________.
PhysicsGrade-6
Physics
Newton's disc consists of _____ colors.
Newton's disc consists of _____ colors.
PhysicsGrade-6