>> >> >> endobj /BaseFont /DRJUSB+CMSY7 /Resources << [ 1000 ] 828.5 580.6 682.6 388.9 388.9 388.9 1000 1000 416.7 528.6 429.2 432.8 520.5 465.6 /a65 52 0 R /a48 177 0 R Im Buch gefunden – Seite 525Papula , Lothar Mathematik für Ingenieure und Naturwissenschaftler Band 1 11. , verb . u . erw . Aufl . ... 480 , 482 Das Standardwerk der Ingenieurmathematik. /a27 357 0 R 109 0 obj Im Buch gefunden – Seite 24... Anorganische Chemie . werden insgesamt 12 Klausuren geschrieben , und 1 ... Ingenieurmathematik III hinzugekomgen ( 35 Aufgaben in Mathematik , 29 in ... << 2.) /a78 60 0 R Mathematik für Ingenieure I&II, Übungsbuch. /Widths 23 0 R /CapHeight 683 /a105 507 0 R >> Wichtige Informationen zu den Veranstaltungen der … 271 0 obj 101 301 Arbeitstechniken und Projektorganisation 5 102 302 Ingenieurmathematik 1 5 103 303 Werkstofftechnik 5 104 304 Technische Mechanik 1 5 105 - Produktgestaltung und Fertigung 1 5 106 306 CAD und Technisches Zeichnen 5 107 - Projekt „Maschinenbau“ 1,5 - 336 Energie- und verfahrenstechnische Grundla-gen 1 3,5 555.6 1000 1444.5 555.6 1000 1444.5 472.2 472.2 527.8 527.8 527.8 527.8 666.7 666.7 >> /QuickPDFIm2504ddc8 19 0 R >> >> Tutorium (freiwillig) 4310571 Ingenieurmathematik 4 (Differentialgleichungen) V/Ü T 3 1 Numerische Ingenieurmethoden … 146 0 obj /a109 511 0 R 575 0 obj 492 0 obj Modul Elektrotechnik II 5 Klausur. 58.82 59.97 63.43 56.51 54.2 65.16 62.28 0 0 64.58 51.9 76.12 62.28 0 56.51 0 61.12 581 0 obj >> /FirstChar 43 >> /CharSet (/a121) Modulkatalog Bachelorstudiengänge EIT und EITiP 3/82 Version 31 13.07.2020 Ostfalia Hochschule für angewandte Wissenschaften Fakultät Elektrotechnik . /a78 522 0 R /F15 322 0 R /a117 551 0 R /FontFile 114 0 R /CharProcs 39 0 R 497 0 obj << … /Descent -194 145 0 obj 602 0 obj /a54 593 0 R - Seite 1. /Parent 244 0 R >> /FirstChar 0 /FontName /JYMIQB+CMMI7 >> 569.5 569.5 569.5 569.5 323.4 323.4 323.4 877 538.7 538.7 877 843.3 798.6 815.5 860.1 /a54 197 0 R /CharSet (/e/i/k/n/w/x/z) Sei immer auf dem neuesten Stand! Downloads zu Mechatronik - Skript, Mitschrift, Protokoll, Klausur etc. /Type /ExtGState Ingenieurmathematik II 4V+2Ü 8. /a70 528 0 R /Subtype /Type1 /Type /Font 828.5 580.6 682.6 388.9 388.9 388.9 1000 1000 416.7 528.6 429.2 432.8 520.5 465.6 /ItalicAngle 0 Modul 3001 Ingenieurmathematik 1_____ 4 Modul 3002 Baumechanik 1 _____ 5 Modul 3003 Baustoffkunde 1 _____ 6 ... Studien- Prüfungsleistungen: Klausur, 90 Minuten Medienformen: Tafel, Beamer, CAS-Systeme Literatur: [1] Vorlesungsskript [2] Papula, L.: Mathematik für Ingenieure und Naturwissenschaftler, Band 1, Springer Vieweg, 2018 [3] [Papula, L.: Mathematik für Ingenieure … endobj /a117 630 0 R /FontFile 483 0 R >> /Subtype /Type1 endobj (Ausweis mitbringen!) /Flags 4 Es besteht die Möglichkeit alle Klausuren als ZIP-Paket oder einzeln zu speichern. endobj 0 0 0 0 72.2 67.93 0 0 62.74 60.09 0 74.73 36.21 0 0 57.43 90.65 0 0 0 0 71.62 53.05 /a53 412 0 R endobj /a65 514 0 R Verwaltung 5 1 1 Klausur Deutsch 7. /Resources << /F8 111 0 R << >> >> endobj >> /a73 459 0 R /Encoding 599 0 R /PDFAnnotator 282 0 R endobj Alle Rechnungen und Ergebnisse sind auf diesem Arbeitsblatt einzutragen. Veranstaltungsnummern 729121001(Vorlesung) und 729121002(Übungen) Vorlesung: Prof. Dr. Martin Rumpf. << 114 /a114 /a115 /a116 /a117 118 /.notdef 119 /a119 /a120 121 /.notdef 122 /a122 123 582 0 obj /Ink 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