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Concave lenses always produce images that are upright virtual reduced in size and located on the objects side of the lens.
Magnifying power of a concave lens is. Lens Formula and Magnification - Lens Power Lenses both converging and diverging are the marvels of optical physics that use the ability of these media to refract reflect or bend light rays. A magnification of 2 indicates the image is twice the size of the object and a magnification of 1 indicates an image size being the same as the object size. Convex curved outward and concave curved inward.
Magnifying power of a concave lens is a always 1 b always c always 1 d can have any value. Magnifying power is inversely related to the focal length of a lens. The power of the lens is the reciprocal of the focal length.
Convex lenses have positive powers while concave lenses all have negative powers. In humans the total optical power of the relaxed eye is approximately 60 dioptres. Thus1 Dioptre is the power of a lens whose focal length is 1 meter.
Therefore the power of a concave lens is also negative. A always 1. Stay tuned with BYJUS to learn more about lens formula magnification and power of the lens.
Option D can have any value. Power is a measurement of the inverse focal point used as a reference for lenses. The image formed by a convex lens can be a virtual and magnified b virtual and diminished c virtual and of same size d virtual image is not formed.
C always 1. 45 out of 5 stars. A concave lens is a diverging lens so it will always have a negative focal length.
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