File:Triangular prism surface vector sum.svg

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Original file ‎(SVG file, nominally 620 × 496 pixels, file size: 12 KB)

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English: In this image there are two surfaces. The first surface is the union of the red and green planes, and the counter-clockwise boundary is shown by the thick black line. The second surface is the blue plane and the counter-clockwise boundary is shown by the dashed blue line. The surface vectors of the red, green, and blue planes are shown. The total surface vector of the first surface is the sum of the surface vectors of the red and green planes, and is equal to the surface vector of the blue plane. This all implies that the total surface vector of a sloped flat surface is unchanged by replacing the surface with its horizontal and vertical components (projections).
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Author Math buff

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Date/TimeThumbnailDimensionsUserComment
current04:56, 13 January 2019Thumbnail for version as of 04:56, 13 January 2019620 × 496 (12 KB)Math buff (talk | contribs)User created page with UploadWizard

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