An iron right circular cone of diameter 8 cm and height 12 cm is melted and recast into spherical lead shots each of radius 4 mm. How many lead shots can be made?
Let the number of lead shots be n.
Given,
Diameter of right circular cone = 8 cm
Radius of right circular cone (r) = 4 cm
Height of right circular cone (h) = 12 cm
Radius of spherical lead shot (r) = 4 mm
=
cm (10 mm = 1 cm)
Volume of right circular cone = n
Number of spherical lead shots
n = ![]()
⇒ n = ![]()
⇒ n =
(4)2
(12)
(
)3
⇒ n =
4
4
12 ![]()
⇒ n = 3
5
5
10
⇒ n = 750 lead shots
Therefore 750 lead shots can be made.
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