6: Unterschied zwischen den Versionen

aus ZUM-Wiki, dem Wiki für Lehr- und Lerninhalte auf ZUM.de
Wechseln zu: Navigation, Suche
 
Zeile 1: Zeile 1:
−
{{Kurzinfo-2|KursGymStein|FormelApplet}}
+
{{Kurzinfo|KursGymStein|FormelApplet}}
−
==Lösen durch Einsetzungsverfahren==
+
  
 
{{Aufgabe|Löse das Gleichungssystem!
 
{{Aufgabe|Löse das Gleichungssystem!
Zeile 8: Zeile 7:
 
{|
 
{|
 
||<formelapplet usegf04="true" width="200" height="70" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b03041400080008007b90e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450da1a2203dba705123b0a82198558955b4024514d92c4330cb18c506b80b00504b0708bc79f08c430000009e000000504b010214001400080008007b90e33ebc79f08c430000009e0000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000007b0000000000-504b03041400080008007b90e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a0880183264334832198558c2c0a00504b07084bbf4b372400000032000000504b010214001400080008007b90e33e4bbf4b3724000000320000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000005c0000000000" />
 
||<formelapplet usegf04="true" width="200" height="70" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b03041400080008007b90e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450da1a2203dba705123b0a82198558955b4024514d92c4330cb18c506b80b00504b0708bc79f08c430000009e000000504b010214001400080008007b90e33ebc79f08c430000009e0000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000007b0000000000-504b03041400080008007b90e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a0880183264334832198558c2c0a00504b07084bbf4b372400000032000000504b010214001400080008007b90e33e4bbf4b3724000000320000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000005c0000000000" />
−
|| <formelapplet usegf04="true"  width="200" height="70" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b0304140008000800499ce33e0000000000000000000000000a000000666f726d656c2e67726f7dcf410a80300c44d17f1c5d084d2b05179ea4e8150471a1b73756091144b27b990e298548606065d1d99868e855022d8584e88ca6f2e8f5a6338da699d9345595badf3f54d4bdfe7565d7757ca8efcaaf2e7ff79df459b184fef704504b0708031afebb5c0000000c010000504b01021400140008000800499ce33e031afebb5c0000000c0100000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000940000000000-504b0304140008000800499ce33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a0880183264334832198558c2c0a00504b07084bbf4b372400000032000000504b01021400140008000800499ce33e4bbf4b3724000000320000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000005c0000000000" />
+
|| <formelapplet usegf04="true"  width="200" height="70" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b0304140008000800499ce33e0000000000000000000000000a000000666f726d656c2e67726f7dcf410a80300c44d17f1c5d084d2b05179ea4e8150471a1b73756091144b27b990e298548606065d1d99868e855022d8584e88ca6f2e8f5a6338da699d9345595badf3f54d4bdfe7565d7757ca8efcaaf2e7ff79df459b184fef704504b0708031afebb5c0000000c010000504b01021400140008000800499ce33e031afebb5c0000000c0100000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000940000000000-504b0304140008000800499ce33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a0880183264334832198558c2c0a00504b07084bbf4b372400000032000000504b01021400140008000800499ce33e4bbf4b3724000000320000000a0000000000000000000000000000000000666f726d656c2e67726f504b05060000000001000100380000005c0000000000" />
 
|-
 
|-
 
|<formelapplet usegf04="true" width="100" height="100" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b03041400080008003d93e33e0000000000000000000000000a000000666f726d656c2e67726f5d8d390a80401004eb399acd1e89812f590c14e3153c407f6f6330a274d2143d35142246c7caa2ec0c346411a3a590084aef343c34a845ce1f8dea99499683cacc28e7e59be497c6f6a1afc33fdf504b0708f8ede9884e00000096000000504b010214001400080008003d93e33ef8ede9884e000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000860000000000-504b03041400080008003d93e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483315856172e6a081635048a5a325431a48275a1ca81745830e8c0458da13a40f2c658454d51441166c1dd0100504b07085c0e6b3449000000a4000000504b010214001400080008003d93e33e5c0e6b3449000000a40000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000810000000000" />
 
|<formelapplet usegf04="true" width="100" height="100" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b03041400080008003d93e33e0000000000000000000000000a000000666f726d656c2e67726f5d8d390a80401004eb399acd1e89812f590c14e3153c407f6f6330a274d2143d35142246c7caa2ec0c346411a3a590084aef343c34a845ce1f8dea99499683cacc28e7e59be497c6f6a1afc33fdf504b0708f8ede9884e00000096000000504b010214001400080008003d93e33ef8ede9884e000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000860000000000-504b03041400080008003d93e33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483315856172e6a081635048a5a325431a48275a1ca81745830e8c0458da13a40f2c658454d51441166c1dd0100504b07085c0e6b3449000000a4000000504b010214001400080008003d93e33e5c0e6b3449000000a40000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000810000000000" />
−
|| <formelapplet usegf04="true" width="100" height="100" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b0304140008000800299ce33e0000000000000000000000000a000000666f726d656c2e67726f5d8d3b0a80301044df71b4db4dd258789260a15847f053787b078b04659ae131fb964cc018d8d99493898e2462f46422ae8c95fa4b5d2d70ff68504f2cb25c14566639db26d64be3f8d0e6a89f1f504b07086286b0484e00000096000000504b01021400140008000800299ce33e6286b0484e000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000860000000000-504b0304140008000800299ce33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483315856172e6a081635048a5a325431a48275a1ca81745830e8c0458da13a0cc0189ba8298a28c22cb83b00504b07086cdb6f5248000000a4000000504b01021400140008000800299ce33e6cdb6f5248000000a40000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000800000000000" />
+
|| <formelapplet usegf04="true" width="100" height="100" OutputColor="ffffff" unitmode="math" term="ZIP-CM1-504b0304140008000800299ce33e0000000000000000000000000a000000666f726d656c2e67726f5d8d3b0a80301044df71b4db4dd258789260a15847f053787b078b04659ae131fb964cc018d8d99493898e2462f46422ae8c95fa4b5d2d70ff68504f2cb25c14566639db26d64be3f8d0e6a89f1f504b07086286b0484e00000096000000504b01021400140008000800299ce33e6286b0484e000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000860000000000-504b0304140008000800299ce33e0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483315856172e6a081635048a5a325431a48275a1ca81745830e8c0458da13a0cc0189ba8298a28c22cb83b00504b07086cdb6f5248000000a4000000504b01021400140008000800299ce33e6cdb6f5248000000a40000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000800000000000" />
 
|}  
 
|}  
  
−
<br>[[Gymnasium_Stein/Mathe/Klasse_8/Gleichungssysteme/L%C3%B6sen_durch_Einsetzungsverfahren/5 | < Vorherige Aufgabe]] |[[Gymnasium_Stein/Mathe/Klasse_8/Gleichungssysteme/L%C3%B6sen_durch_Einsetzungsverfahren/7 | Nächste Aufgabe >]]
+
{{LHA|5|7}}
−
 
+
−
 
+
−
 
+
−
{{Formel-Applet-Hinweis}}
+

Aktuelle Version vom 11. Juni 2013, 13:46 Uhr

Kurzinfo
Kurs
 Diese Seite wurde in einem W-Seminar des Gymnasiums Stein erstellt.

Attention Sign 64x64.svg.png
 Diese Seite verwendet eine
experimentelle Version
des Formel-Applets.
Stift.gif   Aufgabe

Löse das Gleichungssystem!
Es ist auch keine Lösung möglich!
Anmerkung: Es handelt sich hierbei um ein nicht-lineares Gleichungssystem.

bitte warten
bitte warten
bitte warten
bitte warten


Information icon.svg Hinweise

Klicke in das hellblaue Eingabe-Feld und gib deine Lösung ein.

Du kannst auch die virtuelle Tastatur benutzen. Sie ist mit Doppelklick ins Eingabefeld erreichbar.

Schließe deine Eingabe mit der RETURN-Taste ab. Grüner Haken: richtig. Roter Blitz: falsch

Siehe auch Formel-Applet benutzen

vorherige Aufgabe Übersicht nächste Aufgabe
Von „https://wiki.zum.de/index.php?title=Gymnasium_Stein/Mathe/Klasse_8/Gleichungssysteme/Lösen_durch_Einsetzungsverfahren/6&oldid=284153“