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The mirror formula is a mathematical relationship used in optics to determine the position and nature of images formed by spherical mirrors. It is expressed as 1/v + 1/u = 1/f, where u is the object distance, v is the image distance, and f is the focal length of the mirror. Description of Mirror Formula Components Object Distance (u): The distance of the object from the pole of the mirror. In numerical problems, it is typically taken as negative. Image Distance (v): The distance of the image from the mirror's pole. A positive value usually indicates a virtual image (behind the mirror), while a negative value indicates a real image (in front of the mirror). Focal Length (f): The distance from the pole to the principal focus. It is positive for convex mirrors and negative for concave mirrors. Magnification (m): Relates to the size of the image, calculated as m = -v/u or (height of image) / (height of object). Cartesian Sign Convention: All distances must be measured from the pole. The direction of incident light is usually taken as positive, while distances against it are negative. Effective Hashtags for YouTube Using relevant hashtags helps improve visibility for students and educators searching for physics content. Core Concepts: #mirrorformula #physics #optics #reflection #light #sphericalmirrors #mirrorformulaandmagnification Exam Prep: #CBSE #class10physics #class12physics #JEE #NEET #physicshelp #education Specific Content: #derivation #physicsnumerical #scienceexperiment #physicsanimation #manim Example YouTube Descriptions You can use these structures to organize your video content: Educational Hook: "Ever wondered how to precisely calculate where an image will appear in a concave or convex mirror? In this video, we break down the Mirror Formula (1/v + 1/u = 1/f) and show you how to apply it correctly using sign conventions." Video Roadmap: Introduction to Spherical Mirrors Step-by-step Derivation of the Mirror Equation How to use New Cartesian Sign Conventions Calculating Magnification (m = -v/u) Solved Numerical Examples for Concave and Convex Mirrors #class10 #education #12thmathobjectiveforboardexam2023 #begusarai #motivation #matricpart2 #ncertmathsclass10biharboard #maths