out Class 10 lecture & lessons summary in the same course for Class 10 Syllabus. The water forms spherical droplets due to the influence of. Due to their converging property concave mirrors are also used as reflectors in automobiles head lights and search lights. Let’s learn about formula and magnification produced by spherical mirrors. this is your one stop solution. 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Do check out the sample questions Mirror Formula and Magnification - Light Reflection and Refraction, Class 10, Science | EduRev Notes chapter (including extra questions, long questions, short questions, mcq) can be found on EduRev, you can check it is erect and formed above the principal axis. Magnification of a mirror, m = -v/u Where u= object distance, v = image distance and f = focal length Let's consider an example: A concave mirror has focal length 10 cm and object is placed at distance 15 cm from pole of mirror. Magnification is also equal to the ratio of image distance to the object distance. Complete Concave mirrors are also known as converging mirrors since the rays converge after falling on the concave mirror while, the convex mirrors are known as diverging mirrors as the rays diverge after falling on the convex mirror. If you want Mirror Formula and Magnification - Light Reflection and Refraction, Class 10, Science | EduRev Notes d. All the distances parallel to the principal axis are measured from the pole (p) of the mirror. To obtain this type of numerical information, it is necessary to use the Mirror Equation and the Magnification Equation. We can define two general types of spherical mirrors. Mirror formula: The relation between the distance of the object from the pole of the spherical mirror (u), the distance of the image from the pole of the spherical mirror (v) and its focal length (f) is given by the mathematical formula : It must be remembered that focal length (f) of a spherical mirror is half the radius of curvature (R). The principal axis is taken as the x-axis of our coordinate system. The pole (p) of the mirror is taken as the origin.
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