Aproximação da área do disco pelas somas de Riemann
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Representation of the approximate area of the disc by Riemann sums.\r\nBacked on the concept of Riemann Sums, a material was developed for the representation of the approximate area of the disc through the sums of the areas of the approximating rectangles.\r\nDiscs were made up of 6 "rectangles" (eight divisions of the diameter), 14 "rectangles" (sixteen divisions of the diameter), 30 "rectangles" (32 divisions of the diameter) and 62 "rectangles" (64 divisions of the diameter) in order to form a quadrilateral grid in 3D.\r\nAll files were printed twice, in different colors (half black and half natural) in order to highlight units and quadrilaterals.\r\nAdditionally, support arcs for blocks were built for assembly of the solid.\r\nDetails can be found at the link: https://drive.google.com/file/d/1ft0ltSquv8b2jn-3J7KNgtH0sqkJndCO/view?usp=sharing
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