Zum Inhalt springen
Zuletzt geändert von Martin Rathgeb am 2025/04/06 23:13
Von Version 77.1
bearbeitet von Holger Engels
am 2024/11/24 10:34
Änderungskommentar: Es gibt keinen Kommentar für diese Version
Auf Version 70.1
bearbeitet von Holger Engels
am 2024/11/22 09:02
Änderungskommentar: Neues Bild Bedingungen g.svg hochladen

Zusammenfassung

Details

Seiteneigenschaften
Inhalt
... ... @@ -1,11 +1,15 @@
1 -{{seiteninhalt/}}
1 +{{box cssClass="floatinginfobox" title="**Contents**"}}
2 +{{toc start=2 depth=2 /}}
3 +{{/box}}
2 2  
5 +=== Kompetenzen ===
6 +
3 3  [[Kompetenzen.K5]] Ich kann den passenden Ansatz für die Ermittlung eines Funktionsterms anhand gegebener Bedingungen bestimmen
4 4  [[Kompetenzen.K4]] [[Kompetenzen.K5]] Ich kann den Funktionsterm anhand verbal gegebener Bedingungen aufstellen
5 5  [[Kompetenzen.K4]] [[Kompetenzen.K5]] Ich kann den Funktionsterm anhand tabellarisch gegebener Bedingungen aufstellen
6 6  [[Kompetenzen.K4]] [[Kompetenzen.K5]] Ich kann den Funktionsterm anhand eines Schaubilds aufstellen
7 7  
8 -{{aufgabe id="Änderungen sind bemerkenswert" afb="I" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="by-sa"}}
12 +{{aufgabe id="Änderungen sind bemerkenswert" afb="I" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="" }}
9 9  (% class="border slim" %)
10 10  Liegen die Punkte auf einer Parabel?
11 11  (% class="border slim" %)
... ... @@ -14,7 +14,7 @@
14 14  |{{formula}}f_2(x){{/formula}}|1|3|5
15 15  {{/aufgabe}}
16 16  
17 -{{aufgabe id="Parabel aus zwei Punktproben mit Zusatzinformation" afb="II" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="by-sa"}}
21 +{{aufgabe id="Parabel aus zwei Punktproben mit Zusatzinformation" afb="II" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="" }}
18 18  //Scheitel(punkts)form.// Bestimme aus folgenden Wertetabellen (je zwei Wertepaare) mit Zusatzinformation jeweils die quadratische Funktion.
19 19  (% class="border slim" %)
20 20  |{{formula}}x{{/formula}}|1|3|
... ... @@ -24,7 +24,7 @@
24 24  |{{formula}}f_4(x){{/formula}}|2|1|{{formula}}y_s=2{{/formula}}
25 25  {{/aufgabe}}
26 26  
27 -{{aufgabe id="Parabel aus drei Punktproben" afb="II" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="by-sa"}}
31 +{{aufgabe id="Parabel aus drei Punktproben" afb="II" kompetenzen="K2, K4, K5" quelle="Martin Rathgeb, Martin Stern" zeit="" cc="" }}
28 28  //Haupt-, Scheitel(punkts)-, Produktform.// Bestimme aus folgenden Wertetabellen (je drei Wertepaare) jeweils die quadratische Funktion.
29 29  (% class="border slim" %)
30 30  |{{formula}}x{{/formula}}|1|2|3
... ... @@ -34,18 +34,18 @@
34 34  |{{formula}}f_4(x){{/formula}}|-2|0|-2
35 35  {{/aufgabe}}
36 36  
37 -{{aufgabe id="Produktdarstellung" afb="I" kompetenzen="K1, K4, K5" quelle="Miriam Erdmann" zeit="5" cc="" }}
41 +{{aufgabe id="Produktdarstellung" afb="I" kompetenzen="K4, K5" quelle="Miriam Erdmann" zeit="5" cc="" }}
38 38  Gegeben ist das Schaubild der Funktion f mit {{formula}}f(x)=0,2(x-1)(x+2)(x-4){{/formula}}.
39 39  Triff mindestens vier Aussagen über das Schaubild und begründe, weshalb diese ausreichen, um einen Ansatz für die Ermittlung eines Funktionsterms zu bestimmen.
40 40  [[image:Schaubild Aufgabe 1.png||width=40%]]
41 41  {{/aufgabe}}
42 42  
43 -{{aufgabe id="Bedingungen zum Aufstellen" afb="II" kompetenzen="K4, K5" quelle="Miriam Erdmann" zeit="7" cc="by-sa"}}
47 +{{aufgabe id="Aussagen über das Schaubild einer Funktion treffen" afb="II" kompetenzen="K4, K5" quelle="Miriam Erdmann" zeit="" cc="" }}
44 44  Gegeben sind die Schaubilder dreier Funktionen. Gib jeweils den Grad der zugehörigen Funktion sowie notwendige Bedingungen zum Aufstellen des Funktionsterms an.
45 - [[image:Bedingungen f.svg||width=30%]] [[image:Bedingungen g.svg||width=30%]] [[image:Bedingungen h.svg||width=30%]]
49 + [[image:Schaubild 1 Aufgabe 2.png||width=30%]] [[image:Schaubild 2 Aufgabe 2.png||width=30%]] [[image:Schaubild 3 Aufgabe 2.png||width=30%]]
46 46  {{/aufgabe}}
47 47  
48 -{{aufgabe id="Funktionstermbestimmung bei Polynomfunktionen" afb="II" kompetenzen="K4, K5" quelle="Niklas Wunder, Martin Stern" zeit="" cc="by-sa"}}
52 +{{aufgabe id="Funktionstermbestimmung bei Polynomfunktionen" afb="II" kompetenzen="K4, K5" quelle="Niklas Wunder, Martin Stern" zeit="" cc="" }}
49 49  Bestimme einen Funktionsterm einer Polynomfunktion mit den folgenden Eigenschaften:
50 50  a) Das Schaubild hat bei {{formula}}x=1{{/formula}} eine sechsfache Nullstelle und schneidet die y-Achse an der Stelle 4.
51 51  b) Das Schaubild hat bei {{formula}}x=-4{{/formula}} eine einfache, bei {{formula}}x=-2{{/formula}} eine doppelte und bei {{formula}}x=3{{/formula}} eine dreifache Nullstelle. Außerdem schneidet es die y-Achse bei {{formula}}y=27{{/formula}}.
... ... @@ -52,5 +52,3 @@
52 52  c) Das Schaubild ist symmetrisch zur y-Achse und geht durch {{formula}}P(2|10){{/formula}} und {{formula}}Q(0|0){{/formula}}.
53 53  d) Das Schaubild verläuft punktsymmetrisch zum Ursprung. Es hat eine einfache Nullstelle bei {{formula}}x=4{{/formula}} und eine doppelte Nullstelle bei {{formula}}x=-3{{/formula}}.
54 54  {{/aufgabe}}
55 -
56 -{{seitenreflexion}}
Bedingungen f.svg
Author
... ... @@ -1,1 +1,0 @@
1 -XWiki.holgerengels
Größe
... ... @@ -1,1 +1,0 @@
1 -22.8 KB
Inhalt
... ... @@ -1,1 +1,0 @@
1 -<svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="417" height="352"><defs><clipPath id="iTgeGHXUkwUL"><path fill="none" stroke="none" d=" M 0 0 L 417 0 L 417 352 L 0 352 L 0 0 Z"/></clipPath></defs><g transform="scale(1,1)" clip-path="url(#iTgeGHXUkwUL)"><g><rect fill="rgb(255,255,255)" stroke="none" x="0" y="0" width="418" height="352" fill-opacity="1"/><path fill="none" stroke="rgb(192,192,192)" paint-order="fill stroke markers" d=" M 16.5 0.5 L 16.5 352.5 M 16.5 0.5 L 16.5 352.5 M 66.5 0.5 L 66.5 352.5 M 116.5 0.5 L 116.5 352.5 M 216.5 0.5 L 216.5 352.5 M 266.5 0.5 L 266.5 352.5 M 316.5 0.5 L 316.5 352.5 M 366.5 0.5 L 366.5 352.5 M 416.5 0.5 L 416.5 352.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(192,192,192)" paint-order="fill stroke markers" d=" M 6.5 0.5 L 6.5 352.5 M 26.5 0.5 L 26.5 352.5 M 36.5 0.5 L 36.5 352.5 M 46.5 0.5 L 46.5 352.5 M 56.5 0.5 L 56.5 352.5 M 76.5 0.5 L 76.5 352.5 M 86.5 0.5 L 86.5 352.5 M 96.5 0.5 L 96.5 352.5 M 106.5 0.5 L 106.5 352.5 M 126.5 0.5 L 126.5 352.5 M 136.5 0.5 L 136.5 352.5 M 146.5 0.5 L 146.5 352.5 M 156.5 0.5 L 156.5 352.5 M 176.5 0.5 L 176.5 352.5 M 186.5 0.5 L 186.5 352.5 M 196.5 0.5 L 196.5 352.5 M 206.5 0.5 L 206.5 352.5 M 226.5 0.5 L 226.5 352.5 M 236.5 0.5 L 236.5 352.5 M 246.5 0.5 L 246.5 352.5 M 256.5 0.5 L 256.5 352.5 M 276.5 0.5 L 276.5 352.5 M 286.5 0.5 L 286.5 352.5 M 296.5 0.5 L 296.5 352.5 M 306.5 0.5 L 306.5 352.5 M 326.5 0.5 L 326.5 352.5 M 336.5 0.5 L 336.5 352.5 M 346.5 0.5 L 346.5 352.5 M 356.5 0.5 L 356.5 352.5 M 376.5 0.5 L 376.5 352.5 M 386.5 0.5 L 386.5 352.5 M 396.5 0.5 L 396.5 352.5 M 406.5 0.5 L 406.5 352.5" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(192,192,192)" paint-order="fill stroke markers" d=" M 0.5 24.5 L 417.5 24.5 M 0.5 24.5 L 417.5 24.5 M 0.5 74.5 L 417.5 74.5 M 0.5 124.5 L 417.5 124.5 M 0.5 223.5 L 417.5 223.5 M 0.5 273.5 L 417.5 273.5 M 0.5 323.5 L 417.5 323.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(192,192,192)" paint-order="fill stroke markers" d=" M 0.5 4.5 L 417.5 4.5 M 0.5 4.5 L 417.5 4.5 M 0.5 14.5 L 417.5 14.5 M 0.5 34.5 L 417.5 34.5 M 0.5 44.5 L 417.5 44.5 M 0.5 54.5 L 417.5 54.5 M 0.5 64.5 L 417.5 64.5 M 0.5 84.5 L 417.5 84.5 M 0.5 94.5 L 417.5 94.5 M 0.5 104.5 L 417.5 104.5 M 0.5 114.5 L 417.5 114.5 M 0.5 134.5 L 417.5 134.5 M 0.5 144.5 L 417.5 144.5 M 0.5 154.5 L 417.5 154.5 M 0.5 164.5 L 417.5 164.5 M 0.5 184.5 L 417.5 184.5 M 0.5 193.5 L 417.5 193.5 M 0.5 203.5 L 417.5 203.5 M 0.5 213.5 L 417.5 213.5 M 0.5 233.5 L 417.5 233.5 M 0.5 243.5 L 417.5 243.5 M 0.5 253.5 L 417.5 253.5 M 0.5 263.5 L 417.5 263.5 M 0.5 283.5 L 417.5 283.5 M 0.5 293.5 L 417.5 293.5 M 0.5 303.5 L 417.5 303.5 M 0.5 313.5 L 417.5 313.5 M 0.5 333.5 L 417.5 333.5 M 0.5 343.5 L 417.5 343.5" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 166.5 2.5 L 166.5 352.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 166.5 1.5 L 162.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 166.5 1.5 L 170.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 0.5 174.5 L 415.5 174.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 416.5 174.5 L 412.5 170.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(37,37,37)" paint-order="fill stroke markers" d=" M 416.5 174.5 L 412.5 178.5" stroke-opacity="1" stroke-miterlimit="10"/><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="11" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="11" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="11" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="61" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="61" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="61" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="111" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="111" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="111" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="214" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="214" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="214" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="264" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="264" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="264" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="314" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="314" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="314" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="364" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="364" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">4</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="364" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="328" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="328" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="328" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="278" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="278" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="278" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="228" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="228" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">–1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="146" y="228" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">–1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="129" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="129" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="129" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="79" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="79" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="79" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="29" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="29" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="29" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">0</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="190" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">0</text><text fill="rgb(37,37,37)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="152" y="190" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">0</text><path fill="none" stroke="rgb(21,101,192)" paint-order="fill stroke markers" d=" M 35.8359375 357.18438902496814 L 36.65039062500003 351.0778030274663 L 37.46484375000003 345.04279723487025 L 38.279296875 339.0790474945626 L 39.09375 333.1862296539262 L 39.908203125 327.3640195603439 L 40.722656250000014 321.6120930611984 L 41.537109375000014 315.9301260038728 L 42.351562500000014 310.31779423574983 L 43.16601562500003 304.7747736042122 L 43.980468750000014 299.30073995664304 L 44.794921875000014 293.89536914042503 L 45.609375000000014 288.558337002941 L 46.423828125 283.2893193915739 L 47.23828125000003 278.0879921537063 L 48.052734375000014 272.95403113672137 L 48.867187500000014 267.8871121880018 L 50.49609375 257.9531038848902 L 52.125000000000014 248.28337402343413 L 53.75390625000003 238.8753293826964 L 55.382812500000014 229.72637674173995 L 57.01171875 220.83392287962738 L 58.640625000000014 212.19537457542128 L 60.26953125000003 203.80813860818458 L 61.898437500000014 195.66962175698012 L 63.52734375 187.7772308008705 L 65.15625000000001 180.12837251891844 L 66.78515625000001 172.72045369018682 L 68.41406250000001 165.55088109373824 L 70.04296875000001 158.61706150863554 L 71.67187500000001 151.91640171394147 L 73.30078125000001 145.44630848871873 L 74.92968750000001 139.2041886120301 L 76.55859375000001 133.1874488629383 L 78.18750000000001 127.39349602050615 L 79.81640625000001 121.81973686379632 L 81.44531250000001 116.4635781718716 L 83.07421875000001 111.3224267237947 L 84.70312500000001 106.3936892986284 L 87.96093750000001 97.16308363327862 L 91.21875 88.75101540832415 L 94.47656250000001 81.13673885626703 L 97.73437500000001 74.29950820960921 L 100.99218750000001 68.21857770085269 L 104.25000000000001 62.873201562499446 L 107.50781250000001 58.242634027051466 L 110.76562500000001 54.30612932701074 L 114.02343750000001 51.042941694879275 L 117.28125000000001 48.432325363158995 L 120.53906250000003 46.4535345643519 L 123.79687500000003 45.08582353096 L 127.05468750000003 44.30844649548533 L 130.31250000000003 44.10065769042973 L 133.5703125 44.441711348295286 L 136.828125 45.310861701584 L 140.0859375 46.68736298279782 L 143.34375 48.55046942443869 L 146.6015625 50.87943525900866 L 149.859375 53.653514719009664 L 153.1171875 56.85196203694372 L 156.375 60.45403144531281 L 159.6328125 64.43897717661889 L 162.890625 68.78605346336396 L 166.14843750000003 73.47451453805 L 169.40625000000003 78.48361463317903 L 172.66406250000003 83.792607981253 L 175.92187500000003 89.38074881477387 L 179.17968750000003 95.22729136624366 L 182.4375 101.31148986816432 L 185.6953125 107.61259855303788 L 188.953125 114.1098716533663 L 192.2109375 120.78256340165159 L 195.46875 127.6099280303957 L 198.7265625 134.57121977210062 L 201.984375 141.64569285926834 L 205.24218750000003 148.8126015244009 L 208.5 156.05120000000008 L 211.7578125 163.34074251856805 L 215.015625 170.66048331260686 L 218.2734375 177.98967661461828 L 221.53125 185.30757665710448 L 224.7890625 192.5934376725673 L 228.04687500000003 199.82651389350886 L 231.3046875 206.986059552431 L 234.5625 214.05132888183584 L 237.8203125 221.0015761142252 L 241.07812500000003 227.8160554821013 L 244.3359375 234.47402121796588 L 247.59375000000003 240.9547275543211 L 250.8515625 247.2374287236688 L 254.10937500000003 253.30137895851112 L 257.3671875 259.1258324913499 L 260.625 264.69004355468724 L 263.8828125 269.97326638102504 L 267.140625 274.9547552028653 L 270.3984375 279.6137642527101 L 273.65625 283.92954776306124 L 276.9140625 287.88135996642086 L 280.171875 291.44845509529085 L 283.4296875 294.6100873821733 L 286.6875 297.3455110595701 L 289.9453125 299.63398035998324 L 293.203125 301.4547495159147 L 296.4609375 302.78707275986653 L 299.71875 303.6102043243407 L 302.9765625 303.90339844183916 L 306.234375 303.64590934486387 L 309.4921875 302.81699126591684 L 312.75 301.39589843750014 L 316.0078125 299.3618850921156 L 319.265625 296.69420546226524 L 322.5234375 293.3721137804512 L 325.78125 289.3748642791752 L 329.0390625 284.6817111909395 L 332.296875 279.2719087482459 L 335.5546875 273.12471118359645 L 338.8125 266.21937272949305 L 342.0703125 258.53514761843786 L 345.328125 250.0512900829326 L 348.5859375 240.7470543554796 L 350.21484375 235.7808116174295 L 351.84375 230.60169466858048 L 353.47265625 225.20711028799565 L 355.1015625 219.59446525473757 L 356.73046875 213.761166347869 L 358.359375 207.70462034645251 L 359.98828125 201.4222340295512 L 361.6171875 194.91141417622765 L 363.24609375 188.16956756554458 L 364.875 181.19410097656476 L 366.50390625 173.98242118835074 L 368.1328125 166.53193497996565 L 369.76171875 158.8400491304721 L 371.390625 150.90417041893272 L 373.01953125 142.72170562441016 L 374.6484375 134.29006152596753 L 376.27734375 125.60664490266737 L 377.90625 116.66886253357248 L 379.53515625 107.47412119774529 L 381.1640625 98.01982767424909 L 382.79296875 88.30338874214635 L 384.421875 78.32221118049985 L 385.236328125 73.23153503205464 L 386.05078125 68.07370176837205 L 386.865234375 62.84838723683512 L 387.6796875 57.555267284826215 L 388.494140625 52.19401775972872 L 389.30859375 46.76431450892487 L 390.123046875 41.26583337979781 L 390.9375 35.69825021973074 L 391.751953125 30.061240876105813 L 392.56640625 24.35448119630658 L 393.380859375 18.577647027715187 L 394.1953125 12.730414217714781 L 395.009765625 6.812458613688591 L 395.82421875 0.8234560630187957 L 396.638671875 -5.2369175869114315" stroke-opacity="0.8" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10" stroke-width="2.5"/><text fill="rgb(21,101,192)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="46" y="342" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">K</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="46" y="342" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">K</text><text fill="rgb(21,101,192)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="16px" font-style="normal" font-weight="normal" text-decoration="normal" x="46" y="342" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">K</text><text fill="rgb(21,101,192)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="14px" font-style="normal" font-weight="normal" text-decoration="normal" x="57" y="349" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">f</text><text fill="none" stroke="rgb(255,255,255)" font-family="geogebra-sans-serif, sans-serif" font-size="14px" font-style="normal" font-weight="normal" text-decoration="normal" x="57" y="349" text-anchor="start" dominant-baseline="alphabetic" stroke-opacity="1" stroke-linejoin="bevel" stroke-miterlimit="10" stroke-width="3">f</text><text fill="rgb(21,101,192)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="14px" font-style="normal" font-weight="normal" text-decoration="normal" x="57" y="349" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">f</text></g></g></svg>
Bedingungen.ggb
Author
... ... @@ -1,1 +1,0 @@
1 -XWiki.holgerengels
Größe
... ... @@ -1,1 +1,0 @@
1 -81.0 KB
Inhalt
Schaubild 1 Aufgabe 2.png
Author
... ... @@ -1,0 +1,1 @@
1 +XWiki.miriamerdmann
Größe
... ... @@ -1,0 +1,1 @@
1 +80.8 KB
Inhalt
Schaubild 2 Aufgabe 2.png
Author
... ... @@ -1,0 +1,1 @@
1 +XWiki.miriamerdmann
Größe
... ... @@ -1,0 +1,1 @@
1 +90.1 KB
Inhalt
Schaubild 3 Aufgabe 2.png
Author
... ... @@ -1,0 +1,1 @@
1 +XWiki.miriamerdmann
Größe
... ... @@ -1,0 +1,1 @@
1 +90.1 KB
Inhalt