A metal parallelopiped of measures 16 cm × 11cm × 10 cm was melted to make coins. How many coins were made if the thickness and diameter of each coin was 2 mm and 2 cm respectively? 
Volume of parallelepiped, VP = Product of its three dimensions
⇒ VP = 16 × 11 × 10
⇒ VP = 1760 cm3
Thickness of coin, t = 2mm = 0.2 cm
Diameter of coin = 2 cm
⇒ Radius of Coin, r = 1 cm
Volume of one coin, VC = πr2t
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⇒ VC = 0.6285 cubic cm
Let the number of coins made be ‘n’
⇒ VP = n × VC
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⇒ n = 2800
∴ 2800 coins are made.
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