A 4 cm tall object is placed perpendicular to the principal axis of a convex lens of focal length 24 cm. The distance of the object from the lens is 16 cm. Find the position, size and nature of the image formed, using the lens formula.

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TextLens Formula and Magnification for Thin LensesCBSE PYQ

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Similar Questions

An object is placed at a distance of 60 cm from a concave lens of focal length 30 cm. Use lens formula to find the position of the image formed in this case.

TextImage Formation by Concave LensLens Formula and Magnification for Thin Lenses

"The value of magnification 'm' for a lens is – 2." Using new Cartesian Sign Convention and considering that an object is placed at a distance of 20 cm from the optical centre of this lens, state :

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Differentiate between the virtual images formed by a convex lens and a concave lens on the basis of :

CASE_STUDIESRefraction Through Rectangular Glass SlabImage Formation by Convex LensImage Formation by Concave LensSign Convention for Spherical LensesMagnification by Spherical LensesPower of a LensMyopia or Near-sightednessCorrection of Vision Defects Using LensesLens Formula and Magnification for Thin Lenses

"The value of magnification 'm' for a lens is – 2." Using new Cartesian Sign Convention and considering that an object is placed at a distance of 20 cm from the optical centre of this lens, state : (I) the nature of the image formed; (II) size of the image compared to the size of the object; (III) position of the image, and (IV) sign of the height of the image.

TextRefraction Through Rectangular Glass SlabImage Formation by Convex LensImage Formation by Concave LensMagnification by Spherical LensesPower of a LensMyopia or Near-sightednessLens Formula and Magnification for Thin Lenses

Differentiate between the virtual images formed by a convex lens and a concave lens on the basis of : (I) object distance, and (II) magnification.

TextRefraction Through Rectangular Glass SlabImage Formation by Convex LensImage Formation by Concave LensMagnification by Spherical LensesPower of a LensMyopia or Near-sightednessLens Formula and Magnification for Thin Lenses

The variation of image distance (v) with object distance (u) for a convex lens is given in the following observation table. Analyse it and answer the questions that follow :

CASE_STUDIESImage Formation by Convex LensMagnification by Spherical LensesLens Formula and Magnification for Thin Lenses