Gold (2_090)

Grundkompetenz: AG 2.1, FA 1.7, AN 1.1
Das Edelmetall Gold gilt als besonders wertvoll, weil es selten vorkommt, leicht zu Schmuck verarbeitet werden kann und sehr beständig ist.
a)
Der World Gold Council, eine globale Lobby-Organisation der Goldminenindustrie, schätzt die bis zum Jahr 2012 weltweit geförderte Goldmenge auf rund [math]1,713\cdot10^8[/math] Kilogramm ([math]kg[/math]).[br]Gold hat eine Dichte von [math]19,3[/math] Gramm pro Kubikzentimeter ([math]g/cm^3[/math]). Die Masse ist das Produkt von Volumen und Dichte.[br][br]Stellen Sie sich vor, dass die gesamte weltweit geförderte Goldmenge in einen Würfel gegossen wird.[br][br][br][b][size=150][br]1) Berechnen Sie die Kantenlänge dieses Würfels in Metern.[/size][/b]
b)
Gold kommt in der Natur auch in der Form von Nuggets (Goldklumpen) vor. Es wird in der Einheit Feinunze ([math]oz[/math]) gehandelt, die einer Masse von [math]31,1035[/math] Gramm ([math]g[/math]) reinen Goldes entspricht.[br][br]Gesucht ist der Wert [math]W[/math] eines Nuggets in Euro, wenn folgende Größen bekannt sind:[br][math]m[/math] ... Masse des Nuggets in Gramm ([math]g[/math])[br][math]p[/math] ... Preis in Euro für eine Feinunze Gold[br][br][br][b][size=150][br]1) Erstellen Sie eine Formel für [math]W[/math].[/size][/b]
c)
Die nachstehende Grafik zeigt die weltweite jährliche Förderung von Gold ab dem Jahr 1900 in Tonnen.[br][br][img]data:image/png;base64,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[/img][br][br]Quelle: https://commons.wikimedia.org/wiki/File:Goldfoerderung.png [29.08.2013] (adaptiert).[br][br][br][b][size=150][br]1) Lesen Sie aus der obigen Grafik ab, in welchem Jahrzehnt die weltweite Förderung absolut am stärksten gestiegen ist.[/size][/b]
d)
In einer Zeitung wird folgende Analyse veröffentlicht: „Der Wert der Ein-Unzen-Krugerrand-Goldmünze ist im Jahr 2010 um [math]20\%[/math] gestiegen. Im Jahr 2011 stieg der Wert nochmals um [math]10\%[/math]. Also ist der Wert der Münze in diesen beiden Jahren insgesamt um [math]30\%[/math] [br][br][br][br][b][size=150]1) Begründen Sie, warum diese Aussage über die Wertentwicklung nicht richtig ist.[/size][/b]
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Information: Gold (2_090)