Analysis 1 (Aufgabe) - Media

Educational organisations

Arbeitskreis E-Learning
BPS
Duale Hochschule Sachsen
HDS
HfBK Dresden
HfM Dresden
HGB Leipzig
HMT Leipzig
HS Mittweida
HS Palucca Dresden
HS Zittau/Görlitz
HTW Dresden
HTWK Leipzig
LRK Sachsen
SLUB Dresden
TU BA Freiberg
TU Chemnitz
TU Dresden
Uni Leipzig
WH Zwickau

Educational organisations

Analysis 1 (Aufgabe)

17 views
0 comments
0 likes
0 favorites

Starting at:

: :

Permalink

QR Code

Download the QR code of this video here or open it in a new tab.

Embed Code

Size:

x px

fixed

Other:

Autoplay Mute Controls Responsive Height px Related Media Load player only after click

CSS Class:

<iframe src="https://videocampus.sachsen.de/media/embed?key=4e010aa6d25d48820a6776b5ed599d8b&width=720&height=405&autoplay=false&controls=true&autolightsoff=false&loop=false&chapters=false&playlist=false&related=false&responsive=false&t=0&loadonclick=true&thumb=true" data-src="https://videocampus.sachsen.de/media/embed?key=4e010aa6d25d48820a6776b5ed599d8b&width=720&height=405&autoplay=false&controls=true&autolightsoff=false&loop=false&chapters=false&playlist=false&related=false&responsive=false&t=0&loadonclick=true" class="" width="720" height="405" title="Analysis 1 (Aufgabe)" frameborder="0" allowfullscreen="allowfullscreen" allowtransparency="true" scrolling="no" aria-label="media embed code" style=""></iframe>

Blank page embed

https://videocampus.sachsen.de/media/embed?key=4e010aa6d25d48820a6776b5ed599d8b&width=720&height=405&autoplay=false&controls=true&autolightsoff=false&loop=false&chapters=false&playlist=false&related=false&responsive=false&t=0&loadonclick=true&thumb=true

Target ID:

A container with this ID must exist on the embedding website (e.g. <div id="myTargetID"></div>

Size:

× px

fixed

Other:

Autoplay Controls Allow download Allow Picture-In-Picture Allow playback rate Allow fullscreen Load player only after click

Recommend

Enter the e-mail address of the recipient and your message below.

E-mail address

Your message

uploaded July 14, 2025

Kurvenintegral 2. Art in der Ebene; mit Beweis, dass es keine Stammfunktion (äquivalent: Potential) gibt.

Tags:

Educational organisations: TU Dresden, School of Science, Faculty of Mathematics

Authorization: Yes