I assume you can find the volume of a cylindrical coin.
For the frustrum, consider it as a large cone with a small cone cut off the top. If you draw a side view, then if the height of the small top cone is h, you have
(h+9)/5 = h/3
h = 27/2
Now you see that the volume of the frustrum is
π/3 (5^2*(9+27/2) - 3^2*27/2) = 147π
Now just divide the volume of the frustrum by that of the coin to get the number of coins.
How many silver coins ,2cm in diameter and of thickness 2mm,must be melted to form a showpiece in the form of frustum of a cone having height 9cm and radii of outer circular ends as5cm 3cm
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