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Ausdruck 48: "x" equals negative 12 left brace, 2 less than or equal to "y" less than or equal to 3 , right brace
x
=
−
1
2
2
≤
y
≤
3
48
Ausdruck 49: "y" equals 2 left brace, negative 13 less than or equal to "x" less than or equal to negative 12 , right brace
y
=
2
−
1
3
≤
x
≤
−
1
2
49
Letter o
Letter o
Diesen Ordner für Schüler:innen ausblenden.
50
Ausdruck 51: "x" equals negative 12 left brace, negative 5 less than or equal to "y" less than or equal to 0 , right brace
x
=
−
1
2
−
5
≤
y
≤
0
51
Ausdruck 52: "y" equals negative 5 left brace, negative 12 less than or equal to "x" less than or equal to negative 4 , right brace
y
=
−
5
−
1
2
≤
x
≤
−
4
52
Ausdruck 53: "x" equals negative 4 left brace, negative 5 less than or equal to "y" less than or equal to 0 , right brace
x
=
−
4
−
5
≤
y
≤
0
53
Ausdruck 54: "y" equals 0 left brace, negative 12 less than or equal to "x" less than or equal to negative 4 , right brace
y
=
0
−
1
2
≤
x
≤
−
4
54
Ausdruck 55: "x" equals negative 9 left brace, 0 less than or equal to "y" less than or equal to 2 , right brace
x
=
−
9
0
≤
y
≤
2
55
Ausdruck 56: "y" equals 2 left brace, negative 9 less than or equal to "x" less than or equal to negative 7 , right brace
y
=
2
−
9
≤
x
≤
−
7
56
Ausdruck 57: "x" equals negative 7 left brace, 0 less than or equal to "y" less than or equal to 2 , right brace
x
=
−
7
0
≤
y
≤
2
57
Ausdruck 58: "x" equals negative 8 left brace, 0 less than or equal to "y" less than or equal to 2 , right brace
x
=
−
8
0
≤
y
≤
2
58
Ausdruck 59: "y" equals negative 1 left brace, negative 10 less than or equal to "x" less than or equal to negative 9 , right brace
y
=
−
1
−
1
0
≤
x
≤
−
9
59
Ausdruck 60: "x" equals negative 9 left brace, negative 2 less than or equal to "y" less than or equal to negative 1 , right brace
x
=
−
9
−
2
≤
y
≤
−
1
60
Ausdruck 61: "y" equals negative 2 left brace, negative 10 less than or equal to "x" less than or equal to negative 9 , right brace
y
=
−
2
−
1
0
≤
x
≤
−
9
61
Ausdruck 62: "x" equals negative 10 left brace, negative 2 less than or equal to "y" less than or equal to negative 1 , right brace
x
=
−
1
0
−
2
≤
y
≤
−
1
62
Ausdruck 63: "y" equals negative 1 left brace, negative 6 less than or equal to "x" less than or equal to negative 5 , right brace
y
=
−
1
−
6
≤
x
≤
−
5
63
Ausdruck 64: "x" equals negative 5 left brace, negative 2 less than or equal to "y" less than or equal to negative 1 , right brace
x
=
−
5
−
2
≤
y
≤
−
1
64
Ausdruck 65: "y" equals negative 2 left brace, negative 6 less than or equal to "x" less than or equal to negative 5 , right brace
y
=
−
2
−
6
≤
x
≤
−
5
65
Ausdruck 66: "x" equals negative 6 left brace, negative 2 less than or equal to "y" less than or equal to negative 1 , right brace
x
=
−
6
−
2
≤
y
≤
−
1
66
Ausdruck 67: "y" equals negative 5 left brace, negative 11 less than or equal to "x" less than or equal to negative 6 , right brace
y
=
−
5
−
1
1
≤
x
≤
−
6
67
Ausdruck 68: "x" equals negative 11 left brace, negative 5 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
1
1
−
5
≤
y
≤
−
3
68
Ausdruck 69: "y" equals negative 3 left brace, negative 11 less than or equal to "x" less than or equal to negative 10 , right brace
y
=
−
3
−
1
1
≤
x
≤
−
1
0
69
Ausdruck 70: "x" equals negative 10 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
1
0
−
4
≤
y
≤
−
3
70
Ausdruck 71: "y" equals negative 4 left brace, negative 10 less than or equal to "x" less than or equal to negative 9 , right brace
y
=
−
4
−
1
0
≤
x
≤
−
9
71
Ausdruck 72: "x" equals negative 9 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
9
−
4
≤
y
≤
−
3
72
Ausdruck 73: "y" equals negative 3 left brace, negative 9 less than or equal to "x" less than or equal to negative 8 , right brace
y
=
−
3
−
9
≤
x
≤
−
8
73
Ausdruck 74: "x" equals negative 8 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
8
−
4
≤
y
≤
−
3
74
Ausdruck 75: "y" equals negative 4 left brace, negative 8 less than or equal to "x" less than or equal to negative 7 , right brace
y
=
−
4
−
8
≤
x
≤
−
7
75
Ausdruck 76: "x" equals negative 7 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
7
−
4
≤
y
≤
−
3
76
Ausdruck 77: "y" equals negative 3 left brace, negative 7 less than or equal to "x" less than or equal to negative 6 , right brace
y
=
−
3
−
7
≤
x
≤
−
6
77
Ausdruck 78: "x" equals negative 6 left brace, negative 5 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
6
−
5
≤
y
≤
−
3
78
Letter w
Letter w
Diesen Ordner für Schüler:innen ausblenden.
79
Ausdruck 80: "x" equals negative 3 left brace, negative 5 less than or equal to "y" less than or equal to negative 2 , right brace
x
=
−
3
−
5
≤
y
≤
−
2
80
Ausdruck 81: "y" equals negative 2 left brace, negative 3 less than or equal to "x" less than or equal to negative 2 , right brace
y
=
−
2
−
3
≤
x
≤
−
2
81
Ausdruck 82: "x" equals negative 2 left brace, negative 4 less than or equal to "y" less than or equal to negative 2 , right brace
x
=
−
2
−
4
≤
y
≤
−
2
82
Ausdruck 83: "y" equals negative 4 left brace, negative 2 less than or equal to "x" less than or equal to negative 1 , right brace
y
=
−
4
−
2
≤
x
≤
−
1
83
Ausdruck 84: "x" equals negative 1 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
−
1
−
4
≤
y
≤
−
3
84
Ausdruck 85: "y" equals negative 3 left brace, negative 1 less than or equal to "x" less than or equal to 0 , right brace
y
=
−
3
−
1
≤
x
≤
0
85
Ausdruck 86: "x" equals 0 left brace, negative 4 less than or equal to "y" less than or equal to negative 3 , right brace
x
=
0
−
4
≤
y
≤
−
3
86
Ausdruck 87: "y" equals negative 4 left brace, 0 less than or equal to "x" less than or equal to 1 , right brace
y
=
−
4
0
≤
x
≤
1
87
Ausdruck 88: "x" equals 1 left brace, negative 4 less than or equal to "y" less than or equal to negative 2 , right brace
x
=
1
−
4
≤
y
≤
−
2
88
Ausdruck 89: "y" equals negative 2 left brace, 1 less than or equal to "x" less than or equal to 2 , right brace
y
=
−
2
1
≤
x
≤
2
89
Ausdruck 90: "x" equals 2 left brace, negative 5 less than or equal to "y" less than or equal to negative 2 , right brace
x
=
2
−
5
≤
y
≤
−
2
90
Ausdruck 91: "y" equals negative 5 left brace, negative 3 less than or equal to "x" less than or equal to 2 , right brace
y
=
−
5
−
3
≤
x
≤
2
91
Ausdruck 92: "x" equals 0 left brace, negative 3 less than or equal to "y" less than or equal to 0 , right brace
x
=
0
−
3
≤
y
≤
0
92
Ausdruck 93: "y" equals 0 left brace, negative 1 less than or equal to "x" less than or equal to 0 , right brace
y
=
0
−
1
≤
x
≤
0
93
Ausdruck 94: "x" equals negative 1 left brace, negative 3 less than or equal to "y" less than or equal to 0 , right brace
x
=
−
1
−
3
≤
y
≤
0
94
Ausdruck 95: "y" equals negative 3 left brace, negative 1 less than or equal to "x" less than or equal to 0 , right brace
y
=
−
3
−
1
≤
x
≤
0
95
Ausdruck 96:
96
97
Powered by
Powered by
"x"
x
"y"
y
"a" squared
a
2
"a" Superscript, "b" , Baseline
a
b
7
7
8
8
9
9
over
÷
Funktionen
(
(
)
)
less than
<
greater than
>
4
4
5
5
6
6
times
×
| "a" |
|
a
|
,
,
less than or equal to
≤
greater than or equal to
≥
1
1
2
2
3
3
negative
−
A B C
StartRoot, , EndRoot
pi
π
0
0
.
.
equals
=
positive
+
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Geraden: Koordinatenform
Beispiel
Geraden: Punktsteigungsform
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Geraden: Zweipunkteform
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Parabeln: Standardform + Tangente
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Trigonometrie: Phase
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Trigonometrie: Einheitskreis
Beispiel
Kegelschnitte: Kreis
Beispiel
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Kegelschnitte: Ellipse mit Brennpunkten
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Beispiel
Polar: Rose
Beispiel
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Beispiel
Polar: Kegelschnitte
Beispiel
Parametrisch: Einführung
Beispiel
Parametrisch: Zykloide
Beispiel
Transformationen: Eine Funktion verschieben
Beispiel
Transformationen: Eine Funktion skalieren
Beispiel
Transformationen: Umkehrfunktion
Beispiel
Statistik: Lineare Regression
Beispiel
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Beispiel
Statistik: Polynom 4. Grades
Beispiel
Listen: Schar von Sinuskurven
Beispiel
Listen: Kurvenstich
Beispiel
Listen: Eine Liste von Punkten einzeichnen
Beispiel
Analysis: Ableitungen
Beispiel
Analysis: Sekante
Beispiel
Analysis: Tangente
Beispiel
Analysis: Taylorentwicklung von sin(x)
Beispiel
Analysis: Integrale
Beispiel
Analysis: Integral mit variablen Grenzen
Beispiel
Analysis: Hauptsatz der Differenzial- und Integralrechnung
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