A student weighed their penny (mass 2.499 g) and followed the same experimental procedure you did in the lab. They found that the penny contained 0.0980 g of copper, or, 3.92%. Estimate the thickness of the copper coating with the following formula. From the US Mint website: the diameter of a penny is 19.05 mm and the thickness is 1.52 mm. The density of copper is 8.96 g/cm3. TIP: your final answer will have the units of cm (think about what to do first..). mass of Cu/ volume density of Cu Thickness of Cu Coating = area diameter + T(diameter) (thickness)

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A student weighed their penny (mass = 2.499 g) and followed the same experimental procedure you did in the lab. They
found that the penny contained 0.0980 g of copper, or, 3.92%.
Estimate the thickness of the copper coating with the following formula. From the US Mint website: the diameter of a penny
is 19.05 mm and the thickness is 1.52 mm. The density of copper is 8.96 g/cm3.
TIP: your final answer will have the units of cm (think about what to do first.).
mass of Cu
volume
density of Cu
Thickness of Cu Coating =
area
(diameter
2 T
T (diameter) (thickness)
O 7.39 x 104 cm
O 1.65 x 103 cm
O 4.22 x 102 cm
O 2.80 x 103 cm
O 1.89 x 105 cm
O impossible to determine
Transcribed Image Text:A student weighed their penny (mass = 2.499 g) and followed the same experimental procedure you did in the lab. They found that the penny contained 0.0980 g of copper, or, 3.92%. Estimate the thickness of the copper coating with the following formula. From the US Mint website: the diameter of a penny is 19.05 mm and the thickness is 1.52 mm. The density of copper is 8.96 g/cm3. TIP: your final answer will have the units of cm (think about what to do first.). mass of Cu volume density of Cu Thickness of Cu Coating = area (diameter 2 T T (diameter) (thickness) O 7.39 x 104 cm O 1.65 x 103 cm O 4.22 x 102 cm O 2.80 x 103 cm O 1.89 x 105 cm O impossible to determine
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