5 EXERCÍCIOS LENTES ESFÉRICAS - Equação de Gauss, aumento, formação de imagens e raios notáveis.

5 exercises on thin spherical lenses to work with the Gaussian equation (or conjugate point equation) and the magnification equation. And for those new to this topic, a theoretical foundation is presented on the types of spherical lenses, focal point, antiprincipal, and image formation using remarkable rays. The video begins by discussing the types of thin-edged and thick-edged spherical lenses and explains that they can be converging or diverging. Using light beams propagating parallel to each other, the focal points (real focus and virtual focus) and antiprincipals are defined as twice the focal length. Using remarkable rays, all possible image formation possibilities that can be obtained using converging and diverging thin spherical lenses are analyzed. Regarding image size, it is shown that converging spherical lenses can form larger, equal-sized, or smaller images, and that diverging lenses only form images smaller than the size of the object. It is also demonstrated that a converging spherical lens can form a real and inverted image, or a virtual and upright image, while a diverging spherical lens only forms a virtual and upright image. The theoretical foundation concludes by explaining the meaning of all the terms in the Gauss equation and the transverse linear magnification equation, which are the focus of the five exercises to be solved. The course also addresses the conventions that should be adopted when working with these equations. The five exercises are solved in a highly detailed step-by-step process, by reading the statements, interpreting the implicit/explicit information, and identifying the relevant variables to be determined. Students are taught how to identify the variables f (focal length of the spherical lens), p (distance of the object from the spherical lens), p' (distance of the image formed from the spherical lens), I (image size), and O (object size), and how to substitute and determine them using the Gauss equation and transverse linear magnification. These 5 exercises teach students how to apply concepts about spherical lenses by interpreting the statements and using the Gauss equation and transverse linear magnification. 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KLEBER ERSCHING: Instagram:   / prof.ersching   Facebook:   / prof.ersching   Facebook:   / fisicaeexercicio   Website: https://sites.google.com/view/fsicaee... =============================================== Related Research: spherical lenses thin spherical lenses spherical lens exercises image formation remarkable radii Gauss's equation linear magnification focus magnification magnifying glass peephole antiprincipal real image virtual image upright image inverted image larger image smaller image 00:00 - Introduction 00:26 - Theoretical Foundation 16:08 – Exercise 1 21:48 – Exercise 2 28:06 – Exercise 3 34:12 – Exercise 4 40:30 – Exercise 5