Physics
Grade-10
Easy
Question
The magnification of produced by a convex lens is – 4. This indicates that the image is ______.
- Real, inverted and magnified
- Real, inverted and diminished
- Virtual, upright and magnified
- Virtual, upright and diminished
Hint:
For a convex lens, a negative magnification shows the image formed is real, inverted and magnified.
The correct answer is: Real, inverted and magnified
The magnification of produced by a convex lens is – 4. This indicates that the image is real, inverted and magnified.
- The magnification by a convex lens can be positive and negative.
- If the image is virtual the the magnification is positive, if it is real, the magnification is negative.
- Since the magnification is -4, this means the image formed is 4 times the size of the object and it will be real(formed in front of the lens), inverted and magnified.
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An object is located in front of a convex lens of focal length 53 cm at a distance of 106 cm. The image of this object will be formed at a distance of ____ cm from the lens.
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An object is situated at an infinite distance from a convex lens of focal length 55 cm. Its image will be formed _____.
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An object is situated at an infinite distance from a convex lens of focal length 55 cm. Its image will be formed at a distance of ___ cm from the lens.
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The radius of curvature of a convex lens is 190 cm. Its focal length is ____ cm.
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The ray diagram below shows the image formation by a concave lens. Which of the following is true about different measurements?
![](data:image/png;base64,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)
The ray diagram below shows the image formation by a concave lens. Which of the following is true about different measurements?
![](data:image/png;base64,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)
PhysicsGrade-10