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The king seeks a new crown made entirely of pure gold, without any other metals or plating. He has four candidates, each with a volume of 60 cm³ and different masses. To determine which crown is pure gold, we need to calculate the density of each. Given the density of gold is 19.3 g/cm³, compare the densities of the candidates: A=680.4 g, B=534 g, C=1,158 g, and D=1,284 g. Can you help the king identify the crown that meets his standards for purity?
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Physical Science Density Challenge 5 L. LaRosa http://www.middleschoolscience.com for T. Trimpe 2008 http://sciencespot.net/
The king wants to pick out a new crown but only wants one made of 100% pure gold, not gold plated or mixed with other metals. Can you help him find his new gold crown? The volume of each crown is 60 cm3 Densities of Metals Lead – 11.34 g/cm3 Gold -19.3 g/cm3 Silver -10.5 g/cm3 Platinum - 21.4 g/cm3 Copper - 8.9g/cm3 A = 680.4 g B = 534 g C = 1,158 g D = 1,284 g D = M / V
The king wants to pick out a new crown but only wants one made of 100% pure gold, not gold plated or mixed with other metals. Can you help him find his new gold crown? The volume of each crown is 60 cm3 Densities of Metals Lead – 11.34 g/cm3 Gold -19.3 g/cm3 Silver -10.5 g/cm3 Platinum - 21.4 g/cm3 Copper - 8.9g/cm3 LEAD COPPER A = 680.4 g B = 534 g GOLD! PLATINUM C = 1,158 g D = 1,284 g D = M / V