2025 - Sess. Suppl. - Q1

Un rettangolo si dice aureo se il rapporto tra i suoi lati è uguale a [math]\varphi=\frac{1+\sqrt{5}}{2}[/math].[br]Sia dato un foglio la cui forma è un rettangolo aureo e lo si indichi con [math]ABCD[/math]. Dopo avere piegato il foglio come mostrato in figura, verificare che anche il rettangolo [math]ABPC'[/math] è aureo.[br]Successivamente, determinare la lunghezza di [math]AD[/math], sapendo che [math]\overline{AC'}=40[/math] cm.[br][br] [img]data:image/png;base64,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[/img][br][i]Utilizza i pulsanti freccia nell'app che segue per esplorare la soluzione passo a passo del quesito.[/i]

Information: 2025 - Sess. Suppl. - Q1