Physics
Grade-10
Easy
Question
The ray diagram below shows a case of the image formation by a convex lens. Here the object distance is ____, and the image distance is _____.
![](data:image/png;base64,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)
- Positive, positive
- Positive, negative
- Negative, positive
- Negative, negative
Hint:
Distances that are calculated in the orientation of the incident ray are positive and the distances calculated in the direction opposite to the incident rays are negative
The correct answer is: Negative, negative
- According to the spherical lens, the sign convention is as follows:
- Distances that are calculated in the orientation of the incident ray are positive and the distances calculated in the direction opposite to the incident rays are negative.
- Here both object and image are on the opposite of incident ray so both object distance is Negative____, and the image distance is Negative _
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The focal length of a concave lens is always ____.
The focal length of a concave lens is always ____.
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The mathematical relation between the focal length, the object distance and the image distance for a lens is called _____.
The mathematical relation between the focal length, the object distance and the image distance for a lens is called _____.
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The formula below is called ______.
1/f = 1/v - 1/u
The formula below is called ______.
1/f = 1/v - 1/u
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An object is standing towards the left of a concave lens. What should be the sign of the object distance?
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The lens formula is valid for ____.
The lens formula is valid for ____.
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A convex lens is of radius of curvature 104 cm. A parallel beam of light shone on the lens converges to a point at a distance of ____ cm from the optic center.
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Focal length of one side of a biconcave lens is 76 cm. Its second focal length would measure ____ cm.
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The focal length of a concave lens whose radius of curvature is 76 cm is ____ cm.
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The radius of curvature of a convex lens whose focal length is 25 cm is ____ cm.
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In which of the following cases does the light ray not bend while getting refracted through a spherical lens?
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A light ray passing through the optical center of a lens ____.
A light ray passing through the optical center of a lens ____.
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In case of refraction through a concave lens, the emergent ray is _____ to the incident ray.
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A convex lens in a magnifying glass can be used to focus the Sun’s light rays onto a paper, which lights up a fire after some time. What would happen if the magnifying glass were replaced with a concave lens?
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Concave and convex lenses are also called _____ and _____ lenses respectively.
Concave and convex lenses are also called _____ and _____ lenses respectively.
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