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Concept: Lens: The transparent curved surface which is used to refract the light and make an image of any object placed in front of it is called a lens. Convex lens: A lens having two spherical surfaces, bulging outwards is called a double convex lens (or simply convex lens).
The lens formula is: \(\frac{1}{{\rm{v}}} - \frac{1}{{\rm{u}}} = \frac{1}{{\rm{f}}}\) Magnification \(m = \frac v u\) Where, v = Distance of image, u = Distance of object, f = Focal length Calculation: Given: u = - 30 cm, f = 20 cm Using, \(\frac{1}{{\rm{v}}} - \frac{1}{{\rm{u}}} = \frac{1}{{\rm{f}}}\) \(\frac{1}{{\rm{v}}} - \frac{1}{{\rm{-30}}} = \frac{1}{{\rm{20}}}\) v = 60 cm Maginfication \(m = \frac v u\) \(m = \frac {60}{30}\) m = 2 Additional Information
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CBSE 10 - Physics Asked by topperlearningforcontent | 02 Feb, 2022, 03:32: PM ANSWERED BY EXPERTText Solution Solution : When the image formed by a convex lens, inverted and same size as the object, then the distance of the object from the lens is 2f (twice the focal length). Here, <br> Focal length, f=20 cm <br> So, `2f= 2 xx 20` cm <br> =40 cm <br> Thus, the object should be placed at a distance of 40 cm in front of the convex lens. (Please draw the ray diagram yourself). Open in App Suggest Corrections 28 |