solve the problem in detail me qno. 45
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Let D and d are external and internal
diameters of hollow sphere ,
D = 8 cm
d = 4 cm
R = D/2 = 8/2 = 4 cm
r = d/2 = 4/2 = 2 cm
Metal used for Volume of the Sphere
= External volume - internal volume
= 4π/3 [ R³ - r³ ]
= 4π/3 [ 4³ - 2³ ]
= 4π/3 [ 64 - 8 ]
= ( 4 × 56 ) π/3 ---( 1 )
If sphere is melted and cast into
a cone whose diameter = 8cm
radius of the the cone = 4cm
Height of the cone = h cm
Volume of the cone = ( 1 )
(πr² h)/3 = ( 4 × 56 ) π/3
4² × h = ( 4×56 )
h = 14 cm
option ( C ) is correct.
I hope this helps you.
: )
diameters of hollow sphere ,
D = 8 cm
d = 4 cm
R = D/2 = 8/2 = 4 cm
r = d/2 = 4/2 = 2 cm
Metal used for Volume of the Sphere
= External volume - internal volume
= 4π/3 [ R³ - r³ ]
= 4π/3 [ 4³ - 2³ ]
= 4π/3 [ 64 - 8 ]
= ( 4 × 56 ) π/3 ---( 1 )
If sphere is melted and cast into
a cone whose diameter = 8cm
radius of the the cone = 4cm
Height of the cone = h cm
Volume of the cone = ( 1 )
(πr² h)/3 = ( 4 × 56 ) π/3
4² × h = ( 4×56 )
h = 14 cm
option ( C ) is correct.
I hope this helps you.
: )
mysticd:
I did a mistake .
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