Halbwertszeit des Wissens (2_093)

Grundkompetenz: FA 2.2, FA 5.1, FA 5.2
Das zu einem bestimmten Zeitpunkt erworbene Wissen verliert im Laufe der Zeit aufgrund gesellschaftlicher Veränderungen, technologischer Neuerungen etc. an Aktualität und Gültigkeit („Relevanz“). Die nachstehende Abbildung beschreibt die Abnahme der Relevanz des Wissens in verschiedenen Fachbereichen. Für jedes Jahr wird angegeben, wie viel Prozent des ursprünglichen Wissens noch relevant sind.
a)
Man geht davon aus, dass die Relevanz des beruflichen Fachwissens exponentiell abfällt und eine Halbwertszeit von [math]5[/math] Jahren hat.[br][br][br][br][b][size=150]1) Zeichnen Sie in die Abbildung der Angabe den Verlauf der Relevanz des beruflichen Fachwissens im Intervall [math][0;15][/math] ein.[/size][/b]
b)
Die Relevanz von Technologiewissen nimmt mit einer Halbwertszeit von [math]3[/math] Jahren exponentiell ab.[br][br][br][br][b][size=150]1) Stellen Sie diejenige Exponentialfunktion auf, die die Relevanz des Technologiewissens in Abhängigkeit von der Zeit beschreibt.[/size][/b]
c)
Die Relevanz des Hochschulwissens lässt sich durch folgende Funktion [math]N[/math] beschreiben:[br][math]N(t)=100\cdot e^{-0,0693\cdot t}[/math][br][math]t[/math] ... Zeit in Jahren[br][math]N(t)[/math] ... Relevanz des Hochschulwissens zur Zeit [math]t[/math] in [math]\%[/math] des anfänglichen Hochschulwissens[br][br][br][br][b][size=150]1) Berechnen Sie, um wie viel Prozent die Relevanz des Hochschulwissens nach [math]7[/math] Jahren bereits abgenommen hat.[/size][/b]
d)
Die Relevanz des Schulwissens kann in den ersten Jahrzehnten durch eine lineare Funktion beschrieben werden.[br][br][br][b][size=150][br]1) Lesen Sie aus der Abbildung in der Angabe die Steigung dieser linearen Funktion ab.[br][br][img]data:image/png;base64,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[/img][/size][/b]

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