Zum Inhalt springen

Änderungen von Dokument BPE 8.1 Quadratische Zusammenhänge

Zuletzt geändert von Holger Engels am 2025/11/18 09:44
Von Version 40.1
bearbeitet von Holger Engels
am 2025/11/18 09:34
Änderungskommentar: Neues Bild Quadratischer Zusammenhang.svg hochladen
Auf Version 25.1
bearbeitet von Slavko Lamp
am 2025/11/17 10:40
Änderungskommentar: Es gibt keinen Kommentar für diese Version

Zusammenfassung

Details

Seiteneigenschaften
Dokument-Autor
... ... @@ -1,1 +1,1 @@
1 -XWiki.holgerengels
1 +XWiki.slavko
Inhalt
... ... @@ -3,21 +3,30 @@
3 3  [[Kompetenzen.K4]] Ich kann quadratische Zusammenhänge aus Tabellen, Schaubildern oder Texten deuten.
4 4  [[Kompetenzen.K4]] Ich kann quadratische Zusammenhänge grafisch darstellen.
5 5  
6 -{{aufgabe id="Wertetabelle" afb="I" quelle="Sandra Vogt" kompetenzen="K4, K6" cc="by-sa" zeit="3"}}
6 +{{aufgabe id="Wertetabelle" afb="I" quelle="Sandra Vogt" kompetenzen="K4, K6" cc="by-sa" zeit="7"}}
7 7  Untersuche die Werte in der Tabelle auf mögliche Muster oder Besonderheiten.
8 8  Überlege, ob es einen Zusammenhang zwischen den x- und y-Werten gibt. Halte deine Überlegungen schriftlich fest.
9 -
10 -(((
9 +(% class=abc %)
10 +1. (((
11 11  (% class="border slim" %)
12 12  |x |-2|-1|0|1|2
13 13  |y |4|1|0|1|4
14 14  )))
15 -
15 +1. (((
16 +(% class="border slim" %)
17 +|x|-2|-1|0|1|2
18 +|y|0|-3|-4|-3|0
19 +)))
20 +1. (((
21 +(% class="border slim" %)
22 +|x|0|1|2|3|4
23 +|y|4|9|16|25|36
24 +)))
16 16  {{/aufgabe}}
17 17  
18 -{{aufgabe id="Quadratische Zusammenhänge am Schaubild" afb="I" kompetenzen="K1,K6" quelle="Bastian Knöpfle, Slavko Lamp" zeit="3" cc="by-sa"}}
19 -Begründe, dass es sich um einen quadratischen Zusammenhang handelt.
20 -[[image:Screenshot 2025-11-17 113715.png||width="500" style="display:block;margin-left:auto;margin-right:auto"]]
27 +{{aufgabe id="Kongruenz" afb="II" kompetenzen="K1,K5" quelle="Nicole Böhringer, Slavko Lamp" zeit="4" cc="by-sa"}}
28 +Entscheide und begründe, ob die 2 Figuren kongruent zueinander sind.
29 +[[image:Bild 1.png||width="500" style="display:block;margin-left:auto;margin-right:auto"]]
21 21  {{/aufgabe}}
22 22  
23 23  
... ... @@ -49,21 +49,8 @@
49 49  1. Beschreibe, wann der Ball seine maximale Höhe erreicht. Wie könnte die Bewegung weitergehen? Beschreibe.
50 50  {{/aufgabe}}
51 51  
52 -{{aufgabe id="Wertetabelle" afb="III" quelle="Sandra Vogt" kompetenzen="K4, K6" cc="by-sa" zeit="4"}}
53 -Untersuche die Werte in der Tabelle auf mögliche Muster oder Besonderheiten.
54 -Überlege, ob es einen Zusammenhang zwischen den x- und y-Werten gibt. Halte deine Überlegungen schriftlich fest.
55 -(% class=abc %)
56 -1. (((
57 -(% class="border slim" %)
58 -|x|-2|-1|0|1|2
59 -|y|0|-3|-4|-3|0
60 -)))
61 -1. (((
62 -(% class="border slim" %)
63 -|x|0|1|2|3|4
64 -|y|4|9|16|25|36
65 -)))
66 -{{/aufgabe}}
61 +{{lehrende}}
62 +"Ich kann quadratische Zusammenhänge aus **Schaubildern** deuten" fehlt noch
63 +{{/lehrende}}
67 67  
68 -
69 -{{seitenreflexion bildungsplan="5" kompetenzen="4" anforderungsbereiche="5" kriterien="5" menge="5"/}}
65 +{{seitenreflexion bildungsplan="3" kompetenzen="1" anforderungsbereiche="4" kriterien="5" menge="3"/}}
Quadratischer Zusammenhang.ggb
Author
... ... @@ -1,1 +1,0 @@
1 -XWiki.holgerengels
Größe
... ... @@ -1,1 +1,0 @@
1 -41.3 KB
Inhalt
Quadratischer Zusammenhang.svg
Author
... ... @@ -1,1 +1,0 @@
1 -XWiki.holgerengels
Größe
... ... @@ -1,1 +1,0 @@
1 -11.8 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="234" height="510"><defs><clipPath id="WEZeZOypCSSN"><path fill="none" stroke="none" d=" M 0 0 L 234 0 L 234 510 L 0 510 L 0 0 Z"/></clipPath></defs><g transform="scale(1,1)" clip-path="url(#WEZeZOypCSSN)"><g><rect fill="rgb(255,255,255)" stroke="none" x="0" y="0" width="234" height="511" fill-opacity="1"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 78.5 0.5 L 78.5 510.5 M 128.5 0.5 L 128.5 510.5 M 178.5 0.5 L 178.5 510.5 M 228.5 0.5 L 228.5 510.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 9.5 0.5 L 9.5 510.5 M 19.5 0.5 L 19.5 510.5 M 39.5 0.5 L 39.5 510.5 M 48.5 0.5 L 48.5 510.5 M 58.5 0.5 L 58.5 510.5 M 68.5 0.5 L 68.5 510.5 M 88.5 0.5 L 88.5 510.5 M 98.5 0.5 L 98.5 510.5 M 108.5 0.5 L 108.5 510.5 M 118.5 0.5 L 118.5 510.5 M 138.5 0.5 L 138.5 510.5 M 148.5 0.5 L 148.5 510.5 M 158.5 0.5 L 158.5 510.5 M 168.5 0.5 L 168.5 510.5 M 188.5 0.5 L 188.5 510.5 M 198.5 0.5 L 198.5 510.5 M 208.5 0.5 L 208.5 510.5 M 218.5 0.5 L 218.5 510.5" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 0.5 34.5 L 234.5 34.5 M 0.5 34.5 L 234.5 34.5 M 0.5 84.5 L 234.5 84.5 M 0.5 134.5 L 234.5 134.5 M 0.5 184.5 L 234.5 184.5 M 0.5 233.5 L 234.5 233.5 M 0.5 283.5 L 234.5 283.5 M 0.5 333.5 L 234.5 333.5 M 0.5 383.5 L 234.5 383.5 M 0.5 433.5 L 234.5 433.5" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(180,179,186)" paint-order="fill stroke markers" d=" M 0.5 4.5 L 234.5 4.5 M 0.5 4.5 L 234.5 4.5 M 0.5 14.5 L 234.5 14.5 M 0.5 24.5 L 234.5 24.5 M 0.5 44.5 L 234.5 44.5 M 0.5 54.5 L 234.5 54.5 M 0.5 64.5 L 234.5 64.5 M 0.5 74.5 L 234.5 74.5 M 0.5 94.5 L 234.5 94.5 M 0.5 104.5 L 234.5 104.5 M 0.5 114.5 L 234.5 114.5 M 0.5 124.5 L 234.5 124.5 M 0.5 144.5 L 234.5 144.5 M 0.5 154.5 L 234.5 154.5 M 0.5 164.5 L 234.5 164.5 M 0.5 174.5 L 234.5 174.5 M 0.5 193.5 L 234.5 193.5 M 0.5 203.5 L 234.5 203.5 M 0.5 213.5 L 234.5 213.5 M 0.5 223.5 L 234.5 223.5 M 0.5 243.5 L 234.5 243.5 M 0.5 253.5 L 234.5 253.5 M 0.5 263.5 L 234.5 263.5 M 0.5 273.5 L 234.5 273.5 M 0.5 293.5 L 234.5 293.5 M 0.5 303.5 L 234.5 303.5 M 0.5 313.5 L 234.5 313.5 M 0.5 323.5 L 234.5 323.5 M 0.5 343.5 L 234.5 343.5 M 0.5 353.5 L 234.5 353.5 M 0.5 363.5 L 234.5 363.5 M 0.5 373.5 L 234.5 373.5 M 0.5 393.5 L 234.5 393.5 M 0.5 403.5 L 234.5 403.5 M 0.5 413.5 L 234.5 413.5 M 0.5 423.5 L 234.5 423.5 M 0.5 443.5 L 234.5 443.5 M 0.5 453.5 L 234.5 453.5 M 0.5 463.5 L 234.5 463.5 M 0.5 473.5 L 234.5 473.5 M 0.5 493.5 L 234.5 493.5 M 0.5 503.5 L 234.5 503.5" stroke-opacity="0.23529411764705882" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 29.5 2.5 L 29.5 510.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 29.5 1.5 L 25.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 29.5 1.5 L 33.5 5.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 0.5 483.5 L 232.5 483.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 233.5 483.5 L 229.5 479.5" stroke-opacity="1" stroke-miterlimit="10"/><path fill="none" stroke="rgb(28,28,31)" paint-order="fill stroke markers" d=" M 233.5 483.5 L 229.5 487.5" stroke-opacity="1" stroke-miterlimit="10"/><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="76" y="499" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="126" y="499" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="176" y="499" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="438" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">1</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="388" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">2</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="338" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">3</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="288" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">4</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="238" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">5</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="188" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">6</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="138" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">7</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="89" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">8</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="39" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">9</text><text fill="rgb(28,28,31)" stroke="none" font-family="geogebra-sans-serif, sans-serif" font-size="12px" font-style="normal" font-weight="normal" text-decoration="normal" x="15" y="499" text-anchor="start" dominant-baseline="alphabetic" fill-opacity="1">0</text><path fill="rgb(21,101,192)" stroke="none" paint-order="stroke fill markers" d=" M 83.99999999999996 433.9999999999999 C 83.99999999999996 436.76142374915383 81.76142374915392 438.9999999999999 78.99999999999996 438.9999999999999 C 76.238576250846 438.9999999999999 73.99999999999996 436.76142374915383 73.99999999999996 433.9999999999999 C 73.99999999999996 431.23857625084594 76.238576250846 428.9999999999999 78.99999999999996 428.9999999999999 C 81.76142374915392 428.9999999999999 83.99999999999996 431.23857625084594 83.99999999999996 433.9999999999999 Z" fill-opacity="1"/><path fill="none" stroke="rgb(0,0,0)" paint-order="fill stroke markers" d=" M 83.99999999999996 433.9999999999999 C 83.99999999999996 436.76142374915383 81.76142374915392 438.9999999999999 78.99999999999996 438.9999999999999 C 76.238576250846 438.9999999999999 73.99999999999996 436.76142374915383 73.99999999999996 433.9999999999999 C 73.99999999999996 431.23857625084594 76.238576250846 428.9999999999999 78.99999999999996 428.9999999999999 C 81.76142374915392 428.9999999999999 83.99999999999996 431.23857625084594 83.99999999999996 433.9999999999999 Z" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="rgb(21,101,192)" stroke="none" paint-order="stroke fill markers" d=" M 133.9999999999999 284 C 133.9999999999999 286.76142374915395 131.76142374915386 289 128.9999999999999 289 C 126.23857625084592 289 123.99999999999989 286.76142374915395 123.99999999999989 284 C 123.99999999999989 281.23857625084605 126.23857625084592 279 128.9999999999999 279 C 131.76142374915386 279 133.9999999999999 281.23857625084605 133.9999999999999 284 Z" fill-opacity="1"/><path fill="none" stroke="rgb(0,0,0)" paint-order="fill stroke markers" d=" M 133.9999999999999 284 C 133.9999999999999 286.76142374915395 131.76142374915386 289 128.9999999999999 289 C 126.23857625084592 289 123.99999999999989 286.76142374915395 123.99999999999989 284 C 123.99999999999989 281.23857625084605 126.23857625084592 279 128.9999999999999 279 C 131.76142374915386 279 133.9999999999999 281.23857625084605 133.9999999999999 284 Z" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="rgb(21,101,192)" stroke="none" paint-order="stroke fill markers" d=" M 183.99999999999983 34.00000000000006 C 183.99999999999983 36.76142374915402 181.7614237491538 39.00000000000006 178.99999999999983 39.00000000000006 C 176.23857625084585 39.00000000000006 173.99999999999983 36.76142374915402 173.99999999999983 34.00000000000006 C 173.99999999999983 31.23857625084609 176.23857625084585 29.000000000000057 178.99999999999983 29.000000000000057 C 181.7614237491538 29.000000000000057 183.99999999999983 31.23857625084609 183.99999999999983 34.00000000000006 Z" fill-opacity="1"/><path fill="none" stroke="rgb(0,0,0)" paint-order="fill stroke markers" d=" M 183.99999999999983 34.00000000000006 C 183.99999999999983 36.76142374915402 181.7614237491538 39.00000000000006 178.99999999999983 39.00000000000006 C 176.23857625084585 39.00000000000006 173.99999999999983 36.76142374915402 173.99999999999983 34.00000000000006 C 173.99999999999983 31.23857625084609 176.23857625084585 29.000000000000057 178.99999999999983 29.000000000000057 C 181.7614237491538 29.000000000000057 183.99999999999983 31.23857625084609 183.99999999999983 34.00000000000006 Z" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/><path fill="rgb(21,101,192)" stroke="none" paint-order="stroke fill markers" d=" M 34.000000000000014 483.9999999999999 C 34.000000000000014 486.76142374915383 31.76142374915398 488.9999999999999 29.000000000000014 488.9999999999999 C 26.238576250846048 488.9999999999999 24.000000000000014 486.76142374915383 24.000000000000014 483.9999999999999 C 24.000000000000014 481.23857625084594 26.238576250846048 478.9999999999999 29.000000000000014 478.9999999999999 C 31.76142374915398 478.9999999999999 34.000000000000014 481.23857625084594 34.000000000000014 483.9999999999999 Z" fill-opacity="1"/><path fill="none" stroke="rgb(0,0,0)" paint-order="fill stroke markers" d=" M 34.000000000000014 483.9999999999999 C 34.000000000000014 486.76142374915383 31.76142374915398 488.9999999999999 29.000000000000014 488.9999999999999 C 26.238576250846048 488.9999999999999 24.000000000000014 486.76142374915383 24.000000000000014 483.9999999999999 C 24.000000000000014 481.23857625084594 26.238576250846048 478.9999999999999 29.000000000000014 478.9999999999999 C 31.76142374915398 478.9999999999999 34.000000000000014 481.23857625084594 34.000000000000014 483.9999999999999 Z" stroke-opacity="1" stroke-linecap="round" stroke-linejoin="round" stroke-miterlimit="10"/></g></g></svg>