The total surface area of a metallic hemisphere is 1848 cm. The hemisphere is melted to form a solid right circular cone. If the radius of the base of the cone is the same as the radius of the hemisphere its height is
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Answer:
28 cm.
Step-by-step explanation:
3π r2 =1848
3πr2=1848
r2=
1848×7
3×22
=196
r2=1848×73×22=196
⇒r=14cm
⇒r=14cm
According to the question
2
3
π r³=
1
3
π r2 h
2/3 πr³ =1/3 πr²h
⇒2r=h
⇒h=2×14=28cm
⇒h=2×14=28cm
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