Aree sulla carta a quadretti
$val7: | $val38 | $val40 | $val42 | $val44 |
| $val8:
| $val8:
| $val8:
| $val8:
|
Riepilogo aree
$val7: | $val39 | $val40 |
| $val8:
| $val8:
|
Figure simili
$val8?
$val36 $val37
Gruppi di figure simili
$val10: $val62
Punti e allineamenti
$val15
Definizioni
$val14.
$val15?
Equivalenze 1 (x)
$val34 $m_step $val35 3.
$val29:
$val23 $val13 =
$val14
$val29:
$val23 $val13 = $m_reply1 $val14
$val24 $val15 =
$val16
$val29:
$val23 $val13 = $m_reply1 $val14
$val24 $val15 = $m_reply2 $val16
$val25 $val17 =
$val18
Equivalenze 2 (x)
$val38 $m_step $val39 3.
$val33:
$val27 $val13 =
$val14
$val33:
$val27 $val13 = $m_reply1 $val14
$val28 $val17 =
$val18
$val33:
$val27 $val13 = $m_reply1 $val14
$val28 $val17 = $m_reply2 $val18
$val29 $val23 =
$val24
Equivalenze
$val34:
- $val27 $val13 =
$val14
- $val28 $val17 =
$val18
- $val29 $val23 =
$val24
Equivalenze 1
$val34 $m_step $val35 3.
$val29: $val23 $val13 =
$val14
$val29: $val23 $val13 = $m_reply1 $val14
$val24 $val15 =
$val16
$val29: $val23 $val13 = $m_reply1 $val14
$val24 $val15 = $m_reply2 $val16
$val25 $val17 =
$val18
Equivalenze 2
$val38 $m_step $val39 3.
$val33: $val27 $val13 =
$val14
$val33: $val27 $val13 = $m_reply1 $val14
$val28 $val17 =
$val18
$val33: $val27 $val13 = $m_reply1 $val14
$val28 $val17 = $m_reply2 $val18
$val29 $val23 =
$val24
Punti e rette
$val15
?
Omotetie (riduzione) (x)
$val33
$val35
$val40
Omotetie (x)
$val43 $m_step $val44 2.
$val39
$val42
$val39
$val41
Omotetie (punti) (x)
$val31
$val32
Omotetie (triangolo) (x)
$val32
$val34
$val39
Omotetie (riduzione)
$val33
$val35
$val40
Omotetie
$val43 $m_step $val44 2.
$val39
$val42
$val39
$val41
Omotetie (punti)
$val31
$val32
Omotetie (triangolo)
$val32
$val34
$val39
Coordinate 3D (parallelepipedo)
$val22
$val19
$val23
Coordinate 3D (parallelepipedo) (x)
$val21
$val19
$val22
Proporzionalitą (aree e volumi) (x)
$val38 $m_step $val39 2. $val46?
$(val28[$val7]) =
$val11.
$(val28[$val7]) = $m_reply1 $val11.
$val47? $(val28[$val18]) =
$val22.
Proporzionalitą
$val33
$(val19[$val7]) =
$val11.
Proporzionalitą (aree e volumi) 2
$val46?
$(val28[$val7]) =
$val11.
$val47?
$(val28[$val18]) =
$val22.
Proporzionalitą (aree e volumi)
$val38 $m_step $val39 2. $val46?
$(val28[$val7]) =
$val11.
$(val28[$val7]) = $m_reply1 $val11.
$val47? $(val28[$val18]) =
$val22.
Coordinate cartesiane nel piano
$val20 1 $val21 2. $val15
$val15
$val14
$val20 2 $val21 2. $val32 (
,
)
Rappresentazioni in scala
$val12
.
- $val13 $val8 cm2?
$val16 =
- $val14$val11 km?
$val17 =
$val15
Rappresentazioni in scala (u)
$val16
.
- $val17 $val8 cm2?
$val20 =
- $val18$val11 km?
$val21 =
$val19
Riflessioni /
$val38
$val19
Riflessioni / (2)
$val38
$val19
Riflessioni / (punti)
$val26
Riflessioni --
$val38
$val19
Riflessioni -- (2)
$val38
$val19
Riflessioni -- (punti)
$val26
Riflessioni |
$val38
$val19
Riflessioni | (2)
$val38
$val19
Riflessioni | (punti)
$val26
Rotazioni
$val41
$val19
Rotazioni (punti)
$val27
Scale
$val12 $(val21[1]) $val13 $val22 $(val21[3]). $val14 $(val21[2]) $(val21[7]) $(val21[4]) $val15 $val8 cm$val16. $val17:
:
Tangente
$val7?
Coordinate 3D (tetraedro)
$val24
$val21
$val25
Coordinate 3D (tetraedro) (x)
$val23
$val21
$val24
Volume cono
$val18
$val13
$val19
$val20
. $val14
$val15 =
$val16 =
$val17 =
Volumi (x)
$val33
$(val20[$val13])
$val34
$val25 =
$val26 =
$val27 =
Volumi
$val33
$(val20[$val13])
$val34
$val25 =
$val26 =
$val27 =