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03:41No, Fleißer, if you don't know, think about it, think about it.
03:46Think about it.
04:01Yeah, Mathematik is Genauigkeit.
04:04Very good, move on.
04:13What?
05:04Come on.
05:11What?
07:57the speed limit.
08:10Let's look at the next one.
08:13A wonderful piece.
08:16I say optimal for children.
08:18I played as a child over the garden.
08:21That was my Revier.
08:23The kids are only at the computer.
08:24There is fresh water so important.
08:26The Rheumann have water.
08:29Yes, right.
08:31Elektro-Flechen-Heizung.
08:32The Heizkörper must be here.
08:35But the energy price could be cheap.
08:39My personal experience is a different.
08:42We are in the absolute highest state.
08:45It costs not much more than that.
08:47Then because on the day,
08:56I'm not working with people.
09:01It's going to be very familiar says
09:02five more times in the day.
09:06...
09:07...
09:07...
09:43If I could help you, you know, I'm always going to be there.
09:47I know.
09:50I'm so happy that I'm going to do this thing.
09:57Do you want your cousin to buy your house?
10:01That's exactly what we're looking for.
10:03That house is going to be sold.
10:04You'll come back.
10:05You'll come back.
10:07It's a wonderful place.
10:10It's really time to go back to school.
10:13My students dance to my nose.
10:58Do you know what's going on?
11:04In one year schreiben Sie Ihr Abitur, ich möchte im Stock fortfahren.
11:08Bitte öffnen Sie Ihre Bücher auf Seite 187.
11:19Das Integral einer Funktion f von x in den Grenzen a bis b ist der Funktionswert der Stammfunktion f von
11:29x an der Stelle b minus den Funktionswert der Stammfunktion an der Stelle a.
11:35Ich hoffe, das konnten Sie während meiner Abwesenheit vertiefen.
11:40Wie gelange ich zu einer Stammfunktion?
11:44Das ist leider nicht so einfach.
11:45Es gibt keinen Algorithmus dafür.
11:50Nach dem Hauptsatz der Differenzial- und Integralrechnung lassen sich Integrale mit Hilfe von Rotationskörpern.
12:02Das letzte Mal haben wir über Rotationskörper gesprochen.
12:08Die Integralformel um das Volumen zu berechnen, das behandeln wir nächste Woche.
12:18So, lösen Sie jetzt bitte die Aufgabe auf Seite 187 oben.
12:24Sie ist schön exakt.
12:28Jeder für sich bitte.
12:31Ich schaue mir dann die Hälfte an.
12:36Ich schaue mir dann die Hälfte an.
53:58It's your turn.
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