III.4. Addieren: Unterschied zwischen den Versionen

Aus RMG-Wiki
Wechseln zu: Navigation, Suche
 
(10 dazwischenliegende Versionen von 6 Benutzern werden nicht angezeigt)
Zeile 1: Zeile 1:
 +
<div class="menuebox"><div class="menue">
 +
<imagemap>
 +
Bild:Erklärbär.PNG‎|30px|left|
 +
rect 0 0 0 0 [[P-Seminar/Mathematik_2010-12]]
 +
default [[P-Seminar/Mathematik_2010-12]]
 +
desc none
 +
</imagemap>
 +
 +
<div class="aussen"><div class="menutag">[[P-Seminar/Mathematik_2010-12|Hauptmenü]]</div>
 +
;-----------------------------------------------------------------------------------
 +
<popup name="I.Natürliche Zahlen ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''I.Natürliche Zahlen'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/I.1._Zählen_und_Ordnen|Zählen und Ordnen]]
 +
*[[P-Seminar/Mathematik_2010-12/I.2._Veranschaulichung_von_Zahlen|Veranschaulichung von Zahlen]]
 +
*[[P-Seminar/Mathematik_2010-12/I.3._Das_Dezimalsystem|Das Dezimalsystem]]
 +
*[[P-Seminar/Mathematik_2010-12/I.4._Römische_Zahlen|Römische Zahlen]]
 +
*[[P-Seminar/Mathematik_2010-12/I.5._Zahlenmengen|Zahlenmengen]]
 +
*[[P-Seminar/Mathematik_2010-12/I.6._Runden|Runden]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="II. Addition und Subtraktion natürlicher Zahlen ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''II. Addition und Subtraktion natürlicher Zahlen'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/II.1._Addieren_und_Subtrahieren|1.Addieren und Subtrahieren]]
 +
*[[P-Seminar/Mathematik_2010-12/II.2._Rechengesetze_und_Rechenvorteile|2.Rechengesetze und Rechenvorteile]]
 +
*[[P-Seminar/Mathematik_2010-12/II.3._Terme|3.Terme]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="III. Die ganzen Zahlen; Addition und Subtraktion ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''III. Die ganzen Zahlen; Addition und Subtraktion'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/III.1._Negative_Zahlen|1.Negative Zahlen]]
 +
*[[P-Seminar/Mathematik_2010-12/III.2._Vorzeichenschreibweise|2.Vorzeichenschreibweise]]
 +
*[[P-Seminar/Mathematik_2010-12/III.3._Anordnung_und_Betrag|3.Anordnung und Betrag]]
 +
*[[P-Seminar/Mathematik_2010-12/III.4._Addieren|4.Addieren]]
 +
*[[P-Seminar/Mathematik_2010-12/III.5._Subtrahieren|5.Subtrahieren]]
 +
*[[P-Seminar/Mathematik_2010-12/III.6._Rechnen_mit_Summen_und_Differenzen|6.Rechnen mit Summen und Differenzen]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="IV. Geometrische Grundbegriffe ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''IV. Geometrische Grundbegriffe'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/IV.1._Geometrische_Körper|1. Geometrische Körper]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.2._Geraden|2. Geraden]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.3._Abstände|3. Abstände]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.4._Parallelogramme_-_Umfang|4. Parallelogramme - Umfang]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.5._Kreise|5. Kreise]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.6._Winkel|6. Winkel]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.7._Achsensymmetrie|7. Achsensymmetrie]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.8._Netze_geometrischer_Körper|8. Netze geometrischer Körper]]
 +
*[[P-Seminar/Mathematik_2010-12/IV.9._Schrägbilder|9. Schrägbilder]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="V. Multiplikation und Division natürlicher Zahlen ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''V. Multiplikation und Division natürlicher Zahlen'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/V.1._Multiplizieren_und_Dividieren|1. Multiplizieren und Dividieren]]
 +
*[[P-Seminar/Mathematik_2010-12/V.2._Rechnen_mit_Null_und_Eins|2. Rechnen mit Null und Eins]]
 +
*[[P-Seminar/Mathematik_2010-12/V.3._Schriftliches_Multiplizieren_und_Dividieren|3. Schriftliches Multiplizieren und Dividieren]]
 +
*[[P-Seminar/Mathematik_2010-12/V.4._Verbindung_der_Grundrechenarten|4. Verbindung der Grundrechenarten]]
 +
*[[P-Seminar/Mathematik_2010-12/V.5._Rechengesetze_und_Rechenvorteile|5. Rechengesetze und Rechenvorteile]]
 +
*[[P-Seminar/Mathematik_2010-12/V.6._Potenzieren|6. Potenzieren]]
 +
*[[P-Seminar/Mathematik_2010-12/V.7._Faktorisieren_von_Zahlen|7. Faktorisieren von Zahlen]]
 +
*[[P-Seminar/Mathematik_2010-12/V.8._Terme|8. Terme]]
 +
*[[P-Seminar/Mathematik_2010-12/V.9._Abzählen_am_Baumdiagramm|9. Abzählen am Baumdiagramm]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="VI. Multiplikation und Division ganzer Zahlen ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''VI. Multiplikation und Division ganzer Zahlen'''</div>
 +
*[[P-Seminar/Mathematik 2010-12/VI.1. Multiplikation | 1. Multiplikation]]
 +
*[[P-Seminar/Mathematik 2010-12/VI.2 Division | 2. Division]]
 +
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="VII. Größen und ihre Einheiten ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''VII. Größen und ihre Einheiten'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/VII.1._Messen|1. Messen]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.2._Längen|2. Längen]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.3._Rechnen_mit_Größen|3. Rechnen mit Größen]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.4._Maßstab|4. Maßstab]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.5._Massen|5. Massen]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.6._Geld|6. Geld]]
 +
*[[P-Seminar/Mathematik_2010-12/VII.7._Zeit|7. Zeit]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
 +
 +
<popup name="VIII. Flächen und Flächenmessung ">
 +
 +
<div class="menuebox"><div class="menue">
 +
 +
<div class="aussen"><div class="menutag">'''VIII. Flächen und Flächenmessung'''</div>
 +
*[[P-Seminar/Mathematik_2010-12/VIII.1._Flächeninhalte_vergleichen_und_messen|1. Flächeninhalte vergleichen und messen]]
 +
*[[P-Seminar/Mathematik_2010-12/VIII.2._Flächeneinheiten|2. Flächeneinheiten]]
 +
*[[P-Seminar/Mathematik_2010-12/VIII.3._Flächeninhalt_des_Rechtecks|3. Flächeninhalt des Rechtecks]]
 +
*[[P-Seminar/Mathematik_2010-12/VIII.4._Flächeninhalte_verschiedener_Figuren|4. Flächeninhalte verschiedener Figuren]]
 +
*[[P-Seminar/Mathematik_2010-12/VIII.5._Oberflächeninhalt_des_Quaders|5. Oberflächeninhalt des Quaders]]
 +
</div>
 +
</div>
 +
</div>
 +
 +
</popup>
 +
 +
<br><br><br><br>
 +
 +
                     
 +
</div>
 +
 +
 +
</div>
 +
</div>
 +
<br>
 +
<br>
 +
 
<div style="font: 10pt Comic Sans MS; padding:5px; border-bottom:1px solid #AAAAAA;">
 
<div style="font: 10pt Comic Sans MS; padding:5px; border-bottom:1px solid #AAAAAA;">
 
<div style="margin:0; margin-right:4px; margin-left:0px; border:1px solid  #6C7B8B; padding: 0em 0em 0em 1em; background-color:#FFB90F;">
 
<div style="margin:0; margin-right:4px; margin-left:0px; border:1px solid  #6C7B8B; padding: 0em 0em 0em 1em; background-color:#FFB90F;">
Zeile 12: Zeile 183:
 
<ggb_applet width="429" height="312"  version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" />
 
<ggb_applet width="429" height="312"  version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" />
 
<br /><br />
 
<br /><br />
<ggb_applet width="747" height="349"  version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" />
+
<ggb_applet width="621" height="387"  version="3.2" ggbBase64="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" framePossible = "false" showResetIcon = "false" showAnimationButton = "true" enableRightClick = "false" errorDialogsActive = "true" enableLabelDrags = "false" showMenuBar = "false" showToolBar = "false" showToolBarHelp = "false" showAlgebraInput = "false" allowRescaling = "true" useLocalJar = "true" />
 
</div>
 
</div>
<br />
+
<br /><br />
 
{| border="0" cellpadding="5" cellspacing="2" style="border-left: 15px solid {{{RandLinks|#049128}}}; border-top: 5px solid {{{RandOben|#049128}}}; border-bottom: 5px solid {{{RandUnten|#049128}}}; border-right: 5px solid {{{RandRechts|#049128}}}; margin-bottom: 0.4em; margin-left: auto; margin-right: auto; width: {{{Breite|100%}}}; background-color: {{{Hintergrund|#FFFBE9}}}"
 
{| border="0" cellpadding="5" cellspacing="2" style="border-left: 15px solid {{{RandLinks|#049128}}}; border-top: 5px solid {{{RandOben|#049128}}}; border-bottom: 5px solid {{{RandUnten|#049128}}}; border-right: 5px solid {{{RandRechts|#049128}}}; margin-bottom: 0.4em; margin-left: auto; margin-right: auto; width: {{{Breite|100%}}}; background-color: {{{Hintergrund|#FFFBE9}}}"
 
|-  
 
|-  
Zeile 20: Zeile 191:
 
</div>
 
</div>
  
'''TEST'''
+
Du kannst dich an den folgenden Aufgaben versuchen!
  
 
<quiz display="simple">
 
<quiz display="simple">
{ Berechne  
+
{ Berechne.
 
| type="{}"}
 
| type="{}"}
  
Zeile 31: Zeile 202:
 
18 + [ - 85 ] = { -67 }
 
18 + [ - 85 ] = { -67 }
 
61 + [ - 87 ] = { -26 }
 
61 + [ - 87 ] = { -26 }
 +
 +
{ Berechne.
 +
| type="{}"}
 +
 
85 + [ - 10 ] = { 75 }
 
85 + [ - 10 ] = { 75 }
 
1 + [ - 89 ] = { -88 }
 
1 + [ - 89 ] = { -88 }
Zeile 37: Zeile 212:
 
44 + [ - 87 ] = { -43 }
 
44 + [ - 87 ] = { -43 }
  
 
+
{ Berechne.
{ Berechne  
+
 
| type="{}"}
 
| type="{}"}
  
70 + [ - 40 ] = { 30 }
+
[ - 7 ] + [ - 3 ] = { -10 }
 +
[ - 54 ] + [ - 3 ] = { -57 }
 +
[ - 36 ] + [ - 67 ] = { -103 }
 
56 + [ - 69 ] = { -13 }
 
56 + [ - 69 ] = { -13 }
 
75 + [ - 1 ] = { 74 }
 
75 + [ - 1 ] = { 74 }
75 + [ - 92 ] = { -17 }
+
 
32 + [ - 78 ] = { -46 }
+
{ Berechne.
69 + [ - 90 ] = { -21 }
+
| type="{}"}
81 + [ - 59 ] = { 22 }
+
 
81 + [ - 25 ] = { 56 }
+
[ - 6 ] + [ - 79 ] = { -85 }
 +
[ - 60 ] + [ - 58 ] = { -118 }
 +
[ - 34 ] + [ - 29 ] = { -63 }
 
37 + [ - 93 ] = { -56 }
 
37 + [ - 93 ] = { -56 }
 
28 + [ - 30 ] = { -2 }
 
28 + [ - 30 ] = { -2 }
  
 +
&nbsp;
 
</quiz>
 
</quiz>
 +
 +
----
 +
 +
  
 
<quiz display="simple">
 
<quiz display="simple">
{ Berechne  
+
{ Berechne.
 
| type="{}"}
 
| type="{}"}
  
Zeile 63: Zeile 246:
 
[ - 58 ] + [ - 14 ] = { -72 }
 
[ - 58 ] + [ - 14 ] = { -72 }
 
[ - 53 ] + [ - 46 ] = { -99 }
 
[ - 53 ] + [ - 46 ] = { -99 }
 +
 +
{ Berechne.
 +
| type="{}"}
 +
 
[ - 4 ] + [ - 63 ] = { -67 }
 
[ - 4 ] + [ - 63 ] = { -67 }
 
[ - 11 ] + [ - 11 ] = { -22 }
 
[ - 11 ] + [ - 11 ] = { -22 }
[ - 6 ] + [ - 79 ] = { -85 }
+
69 + [ - 90 ] = { -21 }
[ - 60 ] + [ - 58 ] = { -118 }
+
81 + [ - 59 ] = { 22 }
 +
81 + [ - 25 ] = { 56 }
  
  
{ Berechne  
+
{ Berechne.
 
| type="{}"}
 
| type="{}"}
  
[ - 7 ] + [ - 3 ] = { -10 }
+
70 + [ - 40 ] = { 30 }
[ - 54 ] + [ - 3 ] = { -57 }
+
[ - 36 ] + [ - 67 ] = { -103 }
+
 
[ - 95 ] + [ - 71 ] = { -166 }
 
[ - 95 ] + [ - 71 ] = { -166 }
 
[ - 90 ] + [ - 80 ] = { -170 }
 
[ - 90 ] + [ - 80 ] = { -170 }
 +
75 + [ - 92 ] = { -17 }
 +
32 + [ - 78 ] = { -46 }
 +
 +
{ Berechne.
 +
| type="{}"}
 +
 
[ - 20 ] + [ - 36 ] = { -56 }
 
[ - 20 ] + [ - 36 ] = { -56 }
 
[ - 13 ] + [ - 73 ] = { -86 }
 
[ - 13 ] + [ - 73 ] = { -86 }
 
[ - 77 ] + [ - 26 ] = { -103 }
 
[ - 77 ] + [ - 26 ] = { -103 }
 +
[ - 73 ] + [ - 71 ] = { -144 }
 +
[ - 43 ] + [ - 67 ] = { -110 }
  
 
+
&nbsp;
 
+
 
+
 
+
 
</quiz>
 
</quiz>
 
+
&nbsp;
 
</div>
 
</div>
  

Aktuelle Version vom 23. Oktober 2013, 01:04 Uhr



III. Die ganzen Zahlen; Addition und Subtraktion:  

1. Negative Zahlen - 2. Vorzeichenschreibweise - 3. Anordnung und Betrag - 4. Addieren - 5. Subtrahieren - 6. Rechnen mit Summen und Differenzen


Erklärung





  Aufgaben

Du kannst dich an den folgenden Aufgaben versuchen!

1. Berechne.

74 + [ - 73 ] =
57 + [ - 72 ] =
72 + [ - 15 ] =
18 + [ - 85 ] =
61 + [ - 87 ] =

2. Berechne.

85 + [ - 10 ] =
1 + [ - 89 ] =
33 + [ - 28 ] =
94 + [ - 13 ] =
44 + [ - 87 ] =

3. Berechne.

[ - 7 ] + [ - 3 ] =
[ - 54 ] + [ - 3 ] =
[ - 36 ] + [ - 67 ] =
56 + [ - 69 ] =
75 + [ - 1 ] =

4. Berechne.

[ - 6 ] + [ - 79 ] =
[ - 60 ] + [ - 58 ] =
[ - 34 ] + [ - 29 ] =
37 + [ - 93 ] =
28 + [ - 30 ] =
 

Punkte: 0 / 0




1. Berechne.

[ - 82 ] + [ - 90 ] =
[ - 79 ] + [ - 32 ] =
[ - 17 ] + [ - 56 ] =
[ - 58 ] + [ - 14 ] =
[ - 53 ] + [ - 46 ] =

2. Berechne.

[ - 4 ] + [ - 63 ] =
[ - 11 ] + [ - 11 ] =
69 + [ - 90 ] =
81 + [ - 59 ] =
81 + [ - 25 ] =

3. Berechne.

70 + [ - 40 ] =
[ - 95 ] + [ - 71 ] =
[ - 90 ] + [ - 80 ] =
75 + [ - 92 ] =
32 + [ - 78 ] =

4. Berechne.

[ - 20 ] + [ - 36 ] =
[ - 13 ] + [ - 73 ] =
[ - 77 ] + [ - 26 ] =
[ - 73 ] + [ - 71 ] =
[ - 43 ] + [ - 67 ] =
 

Punkte: 0 / 0

 


III. Die ganzen Zahlen; Addition und Subtraktion:  

1. Negative Zahlen - 2. Vorzeichenschreibweise - 3. Anordnung und Betrag - 4. Addieren - 5. Subtrahieren - 6. Rechnen mit Summen und Differenzen

Navigationsmenü