$system$/top/Default per Sistema La categoria default per le domande condivise nel contesto 'Sistema'. $system$/top/Default per Sistema/Geometria $system$/top/Default per Sistema/Geometria/Geometria calcolo letterale $system$/top/Default per Sistema/Geometria/Geometria calcolo letterale/Quadrati calcolo letterale Area quadrato di lato a
Quale è l'area di questo quadrato?
]]> 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 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. $$a^2$$

]]> $$4a^2$$

]]> $$4a$$

]]> $$2a$$

]]> Area quadrato lato x Quadrato di lato x

Qual'è l'area di questo quadrato?

]]> 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 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. $$x^2$$

]]> $$4x^2$$

]]> $$2x^2$$

]]> $$4x$$

]]> Perimetro quadrato lato a quadrato di lato a

Quale è il perimetro di questo quadrato?

]]> 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 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. $$4a$$

]]> $$a^2$$

]]> $$a^4$$

]]> $$2a$$

]]> Perimetro quadrato lato x quadrato di lato x

Quale è il perimetro di questo quadrato?

]]> $$x^2$$

]]> $$x^4$$

]]> $$2x$$

]]> $system$/top/Default per Sistema/Geometria/Geometria calcolo letterale/Rettangoli calcolo letterale Area rettangolo a 2b

Quale è l'area di questo rettangolo?

]]> $$6ab$$

]]> $$4ab$$

]]> $$4b^2$$

]]> Area rettangolo x 2x Triangolo rettangolo base 2a e altezza a mezzi

Quale è l'area di questo rettangolo?

]]> $$4x$$

]]> $$6x$$

]]> $$4x^2$$

]]> Perimetro rettangolo a 2b

Quale è il perimetro di questo rettangolo?

]]> $$6ab$$

]]> $$4ab$$

]]> $$4b$$

]]> Perimetro rettangolo x 2x Triangolo rettangolo base 2a e altezza a mezzi

Quale è il perimetro di questo rettangolo?

]]> $$2x^2$$

]]> $$4x$$

]]> $$4x^2$$

]]>