Prisma

[br][b][u]Prisma[/u][/b][br][br][b]Schau dir das Lehrvideo (11 Minuten) an[br][br][/b][url=https://www.youtube.com/channel/UCTkX-fU0Fprr3RKZzC3J_tg/featured]https://www.youtube.com/channel/UCTkX-fU0Fprr3RKZzC3J_tg/featured[br][br][/url]Anschließend führe die [u][b]beiden [/b][/u]Berechnungen durch. Notiere [u][b]Rechnung und Ergebnis.[/b][/u] Du wirst sicher wieder eine Abfrage dazu erhalten!![br][br][img]data:image/png;base64,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[/img][br]Hinweis: Zerlege die Grundfläche in mehrere Rechtecke.[br][br][br] [img]data:image/png;base64,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[/img][br]Vergiss nicht: Grundfläche ist ein gleichschenkeliges Dreieck, Flächenformel dafür: [math]\frac{c.h_c}{2}[/math][br]

Information: Prisma