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{{Kurzinfo-2|KursGymStein|FormelApplet}}
+
{{Kurzinfo|KursGymStein|FormelApplet}}
  
====Umrechnung====
+
{{Aufgabe|1=Bestimme die beiden Winkel Alpha und Beta, für die gilt:
Bestimme die beiden Winkel Alpha und Beta, für die gilt:
+
  
 
sin(α) = 0,5 bzw. sin(β) = 0,5
 
sin(α) = 0,5 bzw. sin(β) = 0,5
  
0° < &alpha; < &beta; < 360°
+
0° < &alpha; < &beta; < 360°}}
 +
 
 
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<formelapplet width="682" height="100" OutputColor="fffff0" unitmode="math" solution="ZIP-CM1-504b0304140008000800096f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f34634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b070854b77ef35000000096000000504b01021400140008000800096f643d54b77ef350000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b0304140008000800096f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331181a306c40960100504b0708f568d4be2800000036000000504b01021400140008000800096f643df568d4be28000000360000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000600000000000" />
 
<formelapplet width="682" height="100" OutputColor="fffff0" unitmode="math" solution="ZIP-CM1-504b0304140008000800156f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f32634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b0708bb0de4685000000096000000504b01021400140008000800156f643dbb0de46850000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b0304140008000800156f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331101a329802f91b90e500504b07081cbed82c2a00000038000000504b01021400140008000800156f643d1cbed82c2a000000380000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
 
<formelapplet width="682" height="100" OutputColor="fffff0" unitmode="math" solution="ZIP-CM1-504b0304140008000800156f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f32634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b0708bb0de4685000000096000000504b01021400140008000800156f643dbb0de46850000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b0304140008000800156f643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331101a329802f91b90e500504b07081cbed82c2a00000038000000504b01021400140008000800156f643d1cbed82c2a000000380000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
 
<br />
 
 
 
  
 
{| valign="center"
 
{| valign="center"
Zeile 21: Zeile 17:
 
<formelapplet width="200" height="100" OutputColor="ffffd0" unitmode="math" solution="ZIP-CM1-504b0304140008000800a571643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f34634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b070854b77ef35000000096000000504b01021400140008000800a571643d54b77ef350000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b0304140008000800a571643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331109a3098326c40960100504b070835aac1ad2a00000036000000504b01021400140008000800a571643d35aac1ad2a000000360000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
 
<formelapplet width="200" height="100" OutputColor="ffffd0" unitmode="math" solution="ZIP-CM1-504b0304140008000800a571643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f34634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b070854b77ef35000000096000000504b01021400140008000800a571643d54b77ef350000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b0304140008000800a571643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331109a3098326c40960100504b070835aac1ad2a00000036000000504b01021400140008000800a571643d35aac1ad2a000000360000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
  
 +
<formelapplet width="200" height="100" OutputColor="ffffd0" unitmode="math" solution="ZIP-CM1-504b03041400080008009671643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f32634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b0708bb0de4685000000096000000504b010214001400080008009671643dbb0de46850000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b03041400080008009671643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331181a3298326c40960300504b0708a921e3182a00000038000000504b010214001400080008009671643da921e3182a000000380000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
  
<formelapplet width="200" height="100" OutputColor="ffffd0" unitmode="math" solution="ZIP-CM1-504b03041400080008009671643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a08801832643348331832110dac2450dc1a286409611f32634512320db842109684a29431e430a4322d0cc4ab81a63b84e03866214518419709b01504b0708bb0de4685000000096000000504b010214001400080008009671643dbb0de46850000000960000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000880000000000-504b03041400080008009671643d0000000000000000000000000a000000666f726d656c2e67726f63886630623060b0642862c807c2128658060d0613a088018326433483218331181a3298326c40960300504b0708a921e3182a00000038000000504b010214001400080008009671643da921e3182a000000380000000a0000000000000000000000000000000000666f726d656c2e67726f504b0506000000000100010038000000620000000000" />
+
{{LHA|Aufgabe 0|Aufgabe 2}}
  
<br>
 
  
[[Gymnasium_Stein/Mathe/Klasse_10/Trigonometrie/Trigonometrische Funktionen erkennen|Nächste Aufgabe]]
 
{{Formel-Applet-Hinweis}}
 
 
[[Kategorie:Sinus und Kosinus]]
 
[[Kategorie:Sinus und Kosinus]]
[[Kategorie:Mathematik 10]]
 

Version vom 5. Juni 2013, 19:07 Uhr

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

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Stift.gif   Aufgabe

Bestimme die beiden Winkel Alpha und Beta, für die gilt:

sin(α) = 0,5 bzw. sin(β) = 0,5

0° < α < β < 360°

bitte warten

bitte warten


Bestimme Alpha und Beta für:
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

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