AR Pyramid

Pyramid
[img]data:image/png;base64,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[/img][br]where B=Base Area, LSA depends on the shape of the base:[br][list][*]For a Square/Rectangular Pyramid: LSA = 2 × (side × slant height) + 2 × (side × slant height) (for rectangle) or 4 × (side × slant height) (for square).[/*][*]For a Regular Polygon Base (like pentagon, hexagon): LSA = (1/2) * Perimeter of Base (P) * Slant Height (s).[/*][*]s: The height of one triangular face. [br][/*][/list][br][img]data:image/png;base64,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[/img][br]where h=height.[br]
[u][color=#0000ff]https://www.geogebra.org/classic/zyyqhppx[/color][/u]

Information: AR Pyramid