$system$/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/Piano cartesiano/Rette nel piano cartesiano Rette 2 rette parallele incidenti perpendicolari

rette parallele incidenti perpendicolari

La retta g e la retta h sono?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. Perpendicolari

]]> Parallele

]]> Incidenti

]]> Rette 1

La retta color magenta (fucsia) è

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. perpendicolare alla retta blu

]]> perpendicolare alla retta verde

]]> parallela alla retta blu

]]> Rette 3 rette parallele incidenti perpendicolari

La retta f e la retta h sono?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. Perpendicolari

]]> Parallele

]]> Incidenti

]]> Rette 4 rette parallele incidenti perpendicolari

La retta i e la retta f sono?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. Perpendicolari

]]> Parallele

]]> Incidenti

]]> Rette 5 rette parallele incidenti perpendicolari

La retta g e la retta f sono?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. Perpendicolari

]]> Parallele

]]> Incidenti

]]> $system$/top/Default per Sistema/Geometria/Piano cartesiano/Punti nel piano cartesiano Punti nel piano cartesiano Posiziona il "mirino" sul punto indicato dalle coordinate

]]> 1.0000000 0.3333333 0 Risposta corretta. Risposta parzialmente esatta. Risposta errata. 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 1 A=(+2,-3) 1 2 B=(-3,-3) 1 3 C=(0,+3) 1 1 circle 253,290;15 1 2 circle 73,290;15 2 3 circle 181,72;15 3 Punti nel piano cartesiano 2 Posiziona il "mirino" sul punto indicato dalle coordinate

]]> 1.0000000 0.3333333 0 Risposta corretta. Risposta parzialmente esatta. Risposta errata. 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 1 A=(+2,+3) 1 2 B=(0,-3) 1 3 C=(-2,+1) 1 1 circle 253,72;15 1 2 circle 181,290;15 2 3 circle 109,144;15 3 Punti nel piano cartesiano 3 Posiziona il "mirino" sul punto indicato dalle coordinate

]]> 1.0000000 0.3333333 0 Risposta corretta. Risposta parzialmente esatta. Risposta errata. 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 1 A=(+1,+3) 1 2 B=(-1,-3) 1 3 C=(0,+1) 1 1 circle 217,72;15 1 2 circle 145,290;15 2 3 circle 181,144;15 3 Punti nel piano cartesiano 4 Posiziona il "mirino" sul punto indicato dalle coordinate

]]> 1.0000000 0.3333333 0 Risposta corretta. Risposta parzialmente esatta. Risposta errata. 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 1 A=(-4,0) 1 2 B=(+1,+3) 1 3 C=(-2,+1) 1 1 circle 37,180;15 1 2 circle 217,73;15 2 3 circle 109,144;15 3 $system$/top/Default per Sistema/Geometria/Piano cartesiano/Circonferenze nel piano cartesiano Circonferenza B Cerchio nel piano cartesiano

Quali sono le coordinate del punto B?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. B=(0,2)

]]> B=(4,2)

]]> B=(2,2)

]]> Circonferenza centro Cerchio nel piano cartesiano

Quali sono le coordinate del centro di questo cerchio?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. A=(4,2)

]]> A=(0,2)

]]> A=(2,2)

]]> Circonferenza distanza B Cerchio nel piano cartesiano

Quale è la distanza del punto B dal centro della circonferenza?

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

]]> 2 cm

]]> più di 4 cm

]]> Circonferenza distanza C Cerchio nel piano cartesiano

Quale è la distanza del punto C dal centro della circonferenza?

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

]]> meno di 4 cm

]]> più di 4 cm

]]> Circonferenza distanza D Cerchio nel piano cartesiano

Quale è la distanza del punto D dal centro della circonferenza?

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

]]> meno di 4 cm

]]> più di 4 cm

]]> Circonferenza raggio Cerchio nel piano cartesiano

Quanto misura il raggio di questa circonferenza?

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

]]> 2 cm

]]> 6 cm

]]> $system$/top/Default per Sistema/Geometria/Piano cartesiano/Poligoni nel piano cartesiano Vertici quadrato Un quadrato ha tre vertici in A=(1,1), B=(-1,1) e C=(-1,-1) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. F=(1,-1)

]]> E=(0,-1)

]]> D=(-1,-1)

]]> Vertici quadrato 2 Un quadrato ha tre vertici in O=(0,0), B=(2,0) e C=(2,2) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. E=(0,2)

]]> D=(0,-2)

]]> F=(-2,-2)

]]> Vertici quadrato 3 Un quadrato ha tre vertici in O=(0,0), B=(0,-3) e C=(-3,-3) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. D=(-3,0)

]]> E=(-3,3)

]]> F=(0,3)

]]> Vertici rettangolo Un rettangolo ha tre vertici in O=(0,0), B=(4,0) e C=(4,-3) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. F=(0,-3)

]]> E=(-3,3)

]]> D=(0,3)

]]> Vertici rettangolo 2 Un rettangolo ha tre vertici in A=(-2,0), B=(4,0) e C=(4,3) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. D=(-2,3)

]]> E=(-3,3)

]]> F=(0,3)

]]> Vertici rettangolo 3 Un rettangolo ha tre vertici in A=(-3,-1), B=(3,-1) e C=(3,2) in quale punto è il quarto vertice?

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. E=(-3,2)

]]> D=(3,2)

]]> F=(0,2)

]]> $system$/top/Default per Sistema/Geometria/Piano cartesiano/Costruzioni nel piano cartesiano Distanza tra punti Circonferenza e retta secante

Le distanza AC e BC sono

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. Uguali e misurano 4 cm

]]> AC misura 4 cm BC è un po' più piccola

]]> Entrambe uguali ad AB

]]> Distanza tra punti 2 Circonferenza e retta secante

Scegli la relazione corretta

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. AC=BC

]]> AC=BC=AB

]]> AC<BC

]]> Intersezione cironferenze Intersezione coirconferenze

Scegli la risposta corretta

]]> 1.0000000 0.3333333 0 true true abc Risposta corretta. Risposta parzialmente esatta. Risposta errata. AC = 4 cm e BC = 3 cm

]]> AC = 3 cm e BC = 4 cm

]]> AC = BC = 4 cm

]]> Triangolo intersezione due circonferenze

Il triangolo è equilatero, poichè i lati sono raggi di due circonferenze uguali.

]]> 1.0000000 1.0000000 0 true false Triangolo intersezione due circonferenze 2

Il triangolo è isoscele, poichè i lati obliqui sono uguali, raggi di circonferenze uguali, mentre la base è più piccola.

]]> 1.0000000 1.0000000 0 true false Triangolo intersezione due circonferenze 2 (copia)

Il triangolo sicuramente non è equilatero, si vede dalla figura.

]]> 1.0000000 1.0000000 0 true false