1. Beispiele aus dem Alltag

[b][size=150][size=200]Aufgabe 1[/size][/size][/b]
[size=100][size=150]Beantworte die Fragen, welche unterhalb der Koordinatensysteme stehen. Nutze dabei die interaktiven GeoGebra Applets.[/size][/size]
Bevölkerungswachstum
Wir simulieren hier das Vorgehen der UN, indem wir eine Funktion für eine mögliche Entwicklung der Weltbevölkerungszahl vorgeben. Die Funktion ist im Applet unter der Aufgabe vorgegeben.
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/bestandsentwicklung/strukturierung]https://o-mathe.de/differentialrechnung/ableitungen/bestandsentwicklung/strukturierung[/url]
Wie groß ist die Bevölkerung im Jahr 2000 gewesen?
Wie groß ist die Bevölkerung im Jahr 1960 ungefähr gewesen?
Wie groß wird die Bevölkerung im Jahr 2100 vermutlich ungefähr sein?
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/bestandsentwicklung/strukturierung]https://o-mathe.de/differentialrechnung/ableitungen/bestandsentwicklung/strukturierung[/url]
Bevölkerungswachstum
Um wie viele Personen ist die Bevölkerung vom Jahr 1900 bis zum Jahr 2000 angewachsen?
Wachstum Hunde und Katzen
Das Applet unter der Aufgabe verdeutlicht, wie sich die Hunde- bzw. Katzenpopulation in Deutschland über die Jahre entwickelt hat. (Die Daten stammen vom [url=https://www.zzf.de/]Zentralverband zoologischer Fachbetriebe Deutschlands[/url].)
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/erkundung_haustiere]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/erkundung_haustiere[/url]
Um wie viele Millionen Hunde ist die Anzahl an Hunden, welche im Haushalt gehalten werden, von 2010 auf 2014 gestiegen?
Um wie viele Millionen Katzen ist die Anzahl an Katzen, welche im Haushalt gehalten werden, von 2010 auf 2014 gestiegen?
Zwischen welchen zwei Jahren steigt die Anzahl der Hauskatzen am meisten?
Warum ist in der letzten Frage, die Antwort "2010 und 2014" falsch?
Downloadgeschwindigkeit von Daten
Unter der Aufgabe siehst du ein Diagramm, das einen Downloadprozess beschreibt.
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/erkundung_download]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/erkundung_download[/url]
Nach 10 Sekunden wurden bereits . . . runtergeladen.
Die ersten beiden MB runterzuladen dauert ungefähr ... Sekunde(n).
Am langsamsten lädt sie bei ungefähr . . . Sekunden.

2. Lineares Wachstum

Steigung einer Geraden
Mit dem Steigungsbegriff beschreibt man, wie steil eine Gerade steigt bzw. fällt. Die Steigung einer Geraden beschreibt die [b]Änderung der y-Werte [/b]im Verhältnis zur [b]Änderung der jeweiligen x-Werte. [br][br][/b]Also gilt für die Steigung m einer Geraden g mit den Punkten [math]P\left(x_1\text{|}y_1\right)[/math] und [math]Q\left(x_2\text{|}y_2\right)[/math][br][br]                   [math]m=\frac{y_1-y_2}{x_1-x_2}[/math]
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/steigung/lernstrecke/steigungsdreieck]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/steigung/lernstrecke/steigungsdreieck[/url]
Bestimmung der Steigung
Bestimme die Steigung m der Geraden g, welche durch die oberen Punkte P und Q geht.
Gegeben sind die Punkte [math]P\left(-2\text{|}-3\right)[/math] und [math]Q\left(6\text{|}1\right)[/math]. Bestimme die Steigung m der Geraden, welche durch die beiden Punkte geht.
Gib für m jeweils einen Bruch in das Kontrollkästchen ein, welcher die Steigung, zu den gegebenen zwei Punkten, berechnet. Überprüfe dein Ergebnis mit dem Knopf "Auswerten" und drücke dann auf "Neu", um zwei neue Punkte zu erhalten.
Übung
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/steigung/lernstrecke/test]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/steigung/lernstrecke/test[/url]

3. Erkunden der mittleren Änderungsrate

Bestimmung der mittleren Änderungsrate anhand von zwei gegebenen Punkten
Bestimme analog zum letzten Abschnitt die Steigung m zwischen den zwei gegebenen Punkten, welche auf dem Graphen liegen. Beantworte dazu die Fragen unterhalb des Koordinatensystems. Betrachte im Anschluss das folgenden GeoGebra Applet und die Punkte [math]P\left(2\text{|}0,59\right)[/math] und [math]Q\left(5\text{|}3,18\right)[/math]. Drücke nun auf die Knöpfe "Schrittweite" , "Änderung" , "Änderung pro Schrittweite" und "Sekante" und überprüfe deine Ergebnisse anhand des Graphen.
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/strukturierung]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/strukturierung[/url]
Abstand in x-Richtung
Betrachte die Punkte [math]P\left(2\text{|}0,59\right)[/math] und [math]Q\left(5\text{|}3,18\right)[/math]. Gib die Änderung in y-Richtung für diese beiden Punkte an.
Abstand in y-Richtung
Betrachte die Punkte [math]P\left(2\text{|}0,59\right)[/math] und [math]Q\left(5\text{|}3,18\right)[/math]. Gib die Änderung in x-Richtung für diese beiden Punkte an.
Mittlere Änderungsrate
Betrachte die Punkte [math]P\left(2\text{|}0,59\right)[/math] und [math]Q\left(5\text{|}3,18\right)[/math]. Gib die Änderung pro Schrittweite für diese beiden Punkte an. Also die Änderung in y-Richtung geteilt durch die Änderung in x-Richtung.
Sekante
Erkläre die Bedeutung der Sekante zwischen zwei Punkten in diesem Fall.
Mittlere oder durchschnittliche Änderung
Warum spricht man hier von einer mittleren oder durchschnittlichen Änderung?
Auftrag
Übertrage die Definition mit Skizze in dein Heft.
Zusammenfassung
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/strukturierung]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/strukturierung[/url]

4. Übung

Bestimme mithilfe der Formel [math]\frac{f\left(b\right)-f\left(a\right)}{b-a}[/math] die mittlere Änderungsrate der folgenden Intervalle. Die Lösungen zu diesen Aufgaben findest du auf der Seite 101 im Buch.
Funktionsgraph g und beide Sekanten zu den gegebenen Intervallen.
Änderungsrate der Funktion g(x) auf dem Interval [ -3 ; -1 ]
Die Änderungsrate der Funktion g(x) beträgt in diesem Fall
Änderungsrate der Funktion g(x) auf dem Interval [ 0 ; 3 ]
Die Änderungsrate der Funktion g(x) beträgt in diesem Fall
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[/img]

Vertiefung Differenzenquotient und mittlere Änderungsrate

Herr Gehrmann hat mal wieder auf dem Weg nach Hause ein Knöllchen erhalten und ist überrascht: Dieses Mal hat sie sich doch wirklich an die Geschwindigkeitsbeschränkung von 100 km/h gehalten, oder? [br][br]Er fragt sich, wo genau er denn geblitzt worden sein soll. Auf dem amtlichen Schreiben findet er folgende Formulierung: [br][i][br]"Der Geschwindigkeitsverstoß wurde auf der A63 (Kaiserslautern -> Mainz) bei der Ausfahrt „Zentrum“ zwischen Meter 50 und Meter 350 festgestellt. Für diese Strecke [b]benötigten Sie 10 Sekunden[/b]. Somit haben Sie die [b]zulässige Höchstgeschwindigkeit von 100 km/h[/b] überschritten."[br][br]Muss Herr Gehrmann das Knöllchen zu recht bezahlen?[/i]
[b][size=100][size=150]Aufgabe[/size][/size][/b]
[b](a)[/b] Berechne zunächst die durchschnittliche Geschwindigkeit Herr Gehrmanns zwischen den Blitzerstellen. [br][br][b](b)[/b] Nutze die Simulation unten wie folgt: Sobald du den Start-Button drückst, beginnen 20 Sekunden zu laufen (blaue Skala t) und du hast Zeit das rote Auto so zu steuern, dass es die beiden Blitzer-Stellen im Abstand von 10 Sekunden durchläuft. [br][br]Gibt es eine Möglichkeit, dass Herr Gehrmann behaupten kann, er habe die Geschwindigkeitsschwelle von 100 km/h gar nicht überschritten?
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/vertiefung]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/vertiefung[/url]
[size=150][b]Zusatz[/b][/size]
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[/img]
Herr Gehrmann ist nicht recht überzeugt. Er sagt: [br][br]„Beim Streckenradar kann man ja zuerst viel zu schnell fahren und dann ganz langsam, um so die Durchschnittsgeschwindigkeit zu drücken. Also ist das Streckenradar doch überhaupt nicht aussagekräftig.“ [br][br]Nimm Stellung zur Herr Gehrmanns Aussage.
Quelle: [url=https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/vertiefung]https://o-mathe.de/differentialrechnung/ableitungen/aenderungglobal/vertiefung[/url]

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