A solid metallic sphere of diameter 8 cm is melted and drawn into a cylindrical wire of uniform width. If the length of the wire is 12 m, find its width.
Volume of the sphere =
πr3 = ![]()
=
cm3
Volume of a cylindrical wire = πr2h
Given, length (height) of the wire = 12 m
⇒ πr2h = ![]()
⇒ r2 =
= 4096
⸫ r = √4096 = 64 cm
⸫ Width of the wire = 2 × 64 = 128 cm
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