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  Mathematik Nullstellen ?  
 
Vorlesungsscripte

Script *.html *.sdw autor ver.
Grundbegriffe der Aussagenlogik tar.gz [003 KB] tar.gz [014 KB] [ST] 1.0
Teilräume von Vektorräumen tar.gz [003 KB] tar.gz [008 KB] [Ute] + [ST] 1.0
Analytische Bedingungen tar.gz [012 KB] tar.gz [019 KB] [Ute] + [ST] 1.0
Rang einer Matrix tar.gz [009 KB] tar.gz [020 KB] [Ute] + [ST] 1.0
Lineare Gleichungssysteme tar.gz [010 KB] tar.gz [015 KB] [Ute] + [ST] 1.0
Homogene Gleichungssysteme tar.gz [005 KB] tar.gz [007 KB] [Ute] + [ST] 1.0
Inomogene Gleichungssysteme tar.gz [006 KB] tar.gz [012 KB] [Ute] + [ST] 1.0
Lösung Homogener Systeme tar.gz [025 KB] tar.gz [019 KB] [Ute] + [ST] 1.0
Lösung Inomogener Systeme tar.gz [021 KB] tar.gz [020 KB] [Ute] + [ST] 1.0
Zusammenfassung Gleichungssysteme tar.gz [006 KB] tar.gz [009 KB] [Ute] + [ST] 1.0
Gauß Algorithmus tar.gz [020 KB] tar.gz [014 KB] [Ute] + [ST] 1.0
Skalarprodukt tar.gz [010 KB] tar.gz [013 KB] [Ute] + [ST] 1.0
Vektorprodukt tar.gz [011 KB] tar.gz [012 KB] [Ute] + [ST] 1.0
Orthogonalsysteme tar.gz [005 KB] tar.gz [008 KB] [Ute] + [ST] 1.0
Analytische Geometrie tar.gz [082 KB] tar.gz [072 KB] [Kathe] 1.0
Zahlenfolgen tar.gz [020 KB] tar.gz [020 KB] [Ute] + [ST] 1.0
Häufungspunkt und Grenzwert tar.gz [027 KB] tar.gz [025 KB] [Ute] + [ST] 1.0
Wichtige Grenzwerte tar.gz [010 KB] tar.gz [025 KB] [Ute] + [ST] 1.0
Rechenregeln für Grenzwerte tar.gz [005 KB] tar.gz [007 KB] [Ute] + [ST] 1.0
Relationen zwischen Grenzwerten tar.gz [015 KB] tar.gz [012 KB] [Ute] + [ST] 1.0
Unendliche Grenzwerte tar.gz [012 KB] tar.gz [012 KB] [Ute] + [ST] 1.0
Eulersche Zahl tar.gz [005 KB] tar.gz [005 KB] [Ute] + [ST] 1.0
Abbildungen und Funktionen tar.gz [020 KB] tar.gz [020 KB] [Ute] + [ST] 1.0
Monotonie tar.gz [008 KB] tar.gz [013 KB] [Ute] + [ST] 1.0

Script autor ver. download
Stetig/Unstetig [ST] 1.1 *.html.zip [028 KB]
*.sdw.zip [038 KB]
*.pdf [129 KB]


Übungen

Übung *.html *.sdw autor ver.
Übungen + Lösungen Sommersemester 01-07 .zip [237 KB] .zip [112 KB] [Ute] + [ST] 1.0

Übung *.pdf autor ver.
Übungen Sommersemester 01-20 .zip [161 KB] [Prof. Schenk] 1.3
Lösungen Sommersemester 01-20 .zip [368 KB] [Prof. Schenk] 1.3


Mengenlehre

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01.1.Grundbegriffe der Mengenlehre tar.gz [010 KB] tar.gz [012 KB] [ST] 1.0
01.2.Mengenbeziehungen tar.gz [036 KB] tar.gz [026 KB] [ST] 1.0
01.3.Verknüpfungen von Mengen tar.gz [047 KB] tar.gz [029 KB] [ST] 1.0


Analysis

Script *.html *.sdw autor ver.
Extremwertaufgaben tar.gz [023 KB] tar.gz [019 KB] [Kathe] 1.0
Partielle Integration tar.gz [026 KB] tar.gz [027 KB] [Kathe] 1.0
Integration/Partialbruchzerlegung tar.gz [010 KB] tar.gz [016 KB] [Kathe] 1.0
Analysis tar.gz [034 KB] tar.gz [033 KB] [Kathe] 1.0
Kurvendiskussion 01 tar.gz [152 KB] tar.gz [144 KB] [Kathe] 1.1
Kurvendiskussion 02 tar.gz [068 KB] tar.gz [077 KB] [Kathe] 1.0
Kurvendiskussion 03 tar.gz [085 KB] tar.gz [062 KB] [Kathe] 1.0
Kurvendiskussion 04 tar.gz [065 KB] tar.gz [054 KB] [Kathe] 1.0
Kurvendiskussion 05 tar.gz [053 KB] tar.gz [128 KB] [Kathe] 1.0
Differenziations-Integrationsregeln tar.gz [010 KB] tar.gz [012 KB] [Kathe] 1.0
Kurvendiskussion/Parameter tar.gz [110 KB] tar.gz [341 KB] [Kathe] 1.0


Analytische Geometrie

Script *.html *.sdw autor ver.
Hessesche Normalform zip [093 KB] zip [0736 KB] [Kathe] 1.1
Körperberechnungen tar.gz [266 KB] tar.gz [1274 KB] [Kathe] 1.0
Übungen-Analytische Geometrie 01 tar.gz [027 KB] tar.gz [0020 KB] [Kathe] 1.0
Übungen-Analytische Geometrie 02 tar.gz [035 KB] tar.gz [0030 KB] [Kathe] 1.0
Übungen-Analytische Geometrie 03 tar.gz [151 KB] tar.gz [0445 KB] [Kathe] 1.0
Praktisches Beispiel tar.gz [054 KB] tar.gz [0380 KB] [Kathe] 1.0
Polyeder tar.gz [137 KB] tar.gz [0164 KB] [Kathe] 1.0


Klausuren

Klausur *.html *.sdw autor ver.
Klausur 01 [Analysis] tar.gz [138 KB] tar.gz [126 KB] [Kathe] 1.0
Klausur 02 [Abiprüfung Grundkurs] tar.gz [123 KB] tar.gz [156 KB] [Kathe] 1.0
Klausur 03 [Analytische Geometrie] tar.gz [037 KB] tar.gz [024 KB] [Kathe] 1.0
Klausur 04 [Abi Grundkurs] tar.gz [165 KB] tar.gz [181 KB] [Kathe] 1.0
Klausur 05 [Abi Grundkurs] tar.gz [116 KB] tar.gz [323 KB] [Kathe] 1.0

Links:

komplexe Zahlen, JuliaMenge, Apfelmännchen, Fraktale

Quellen:

Grundstudium Informatik [2001/2002] 1.Semester Mathematik Vorlesungen an der Naturwissenschaftlich Technischen Akademie Isny. [Baden-Württemberg] http://www.fh-isny.de
[Prof. Schenk]
Fachabitur Technik [1999/2000] Mathematik am Oberstfenzentrum I Schwarze Pumpe [Brandenburg]
[Dipl. Math. Höne]
Abitur [2001/2002] Mathematik - Grundkurs an der Freien Waldorfschule Cottbus [Brandenburg]
[Dipl. Phys. Wittig]

Literatur: Prüfungsaufgaben mit Lösungen, Abitur und FOS - STARK-Verlag, diverse Formelsammlungen