Mathe Formelsammlung A4 Deutsch

Embed Size (px)

DESCRIPTION

Mathe Formelsammlungen\Format A4\Sprache Deutsch

Text of Mathe Formelsammlung A4 Deutsch

MathematikFormelsammlung

__________________________________________________________________________ 28.05.2007 Lloyd Beeler

MathematikInhaltsverzeichnisInhaltsverzeichnis ................................................................................................................................. 1 Vorwort ................................................................................................................................................... 3 Zahlenmengen ....................................................................................................................................... 4 Natrliche Zahlen (N)........................................................................................................................... 4 Natrliche Zahlen inkl. Null (N0)........................................................................................................... 4 Ganze Zahlen (Z)................................................................................................................................. 4 Rationale Zahlen (Q)............................................................................................................................ 4 Reelle Zahlen (R) ................................................................................................................................. 4 Faktorzerlegung..................................................................................................................................... 5 Ausklammern ....................................................................................................................................... 5 1. Binomische Formel .......................................................................................................................... 5 2. Binomische Formel .......................................................................................................................... 5 3. Binomische Formel .......................................................................................................................... 5 Binom hoch n Pascalsches Dreieck .................................................................................................... 5bei: (a + b) ...................................................................................................................................................... 5 n bei: (a - b) ....................................................................................................................................................... 5n

Prbeln................................................................................................................................................. 5 Trinome ................................................................................................................................................ 5 Potenzen................................................................................................................................................. 6 Bezeichnungen .................................................................................................................................... 6 Grundlagen .......................................................................................................................................... 6Achtung: .......................................................................................................................................................... 6

Addition und Subtraktion...................................................................................................................... 6Achtung: .......................................................................................................................................................... 6 Ausklammern................................................................................................................................................... 6 Gemeinsamer Nenner ..................................................................................................................................... 6

Multiplikation ........................................................................................................................................ 6Achtung: .......................................................................................................................................................... 6

Division................................................................................................................................................. 7Achtung: .......................................................................................................................................................... 7

Potenzieren .......................................................................................................................................... 7Achtung: .......................................................................................................................................................... 7

Wurzeln................................................................................................................................................... 8 Bezeichnungen .................................................................................................................................... 8Achtung: .......................................................................................................................................................... 8

Grundlagen .......................................................................................................................................... 8 Addition und Subtraktion...................................................................................................................... 8 Multiplikation ........................................................................................................................................ 8 Division................................................................................................................................................. 8 Radizieren ............................................................................................................................................ 8Achtung: .......................................................................................................................................................... 8

Logarithmus ........................................................................................................................................... 9 Bezeichnungen .................................................................................................................................... 9Achtung: .......................................................................................................................................................... 9 Systeme........................................................................................................................................................... 9

Addition ................................................................................................................................................ 9 Subtraktion ........................................................................................................................................... 9Achtung: .......................................................................................................................................................... 9

Multiplikation und Division.................................................................................................................... 9 Potenzieren und Radizieren................................................................................................................. 9 Zahl in einen Logarithmus verwandeln ................................................................................................ 9 Spezialflle........................................................................................................................................... 9 Bruch Gleichungen ............................................................................................................................. 10 Allgemein ........................................................................................................................................... 10 Lsungsverfahren .............................................................................................................................. 10Achtung: ........................................................................................................................................................ 10

Quadratische Gleichungen................................................................................................................. 11 Allgemein ........................................................................................................................................... 11

__________________________________________________________________________28.05.2007 Seite 1 Lloyd Beeler

MathematikLsungsverfahren .............................................................................................................................. 11Rein Quadratische Gleichung........................................................................................................................ 11 Quadratische Gleichung ohne absolutes Glied.............................................................................................. 11 Lsungsformel ............................................................................................................................................... 11

Satz von Vita ......................................................................................