Mathematics
A solid sphere with a radius of 4 cm is cut into 4 identical pieces by two mutually perpendicular planes passing through its center. Find the total surface area of one-quarter piece.
24π
32π
48π
64π

Mensuration
47 Likes
Answer
Total surface area of semi-hemisphere = 2πr2
= 2π × 42
= 2π × 16
= 32π.
Hence, Option 2 is the correct option.
Answered By
25 Likes
Related Questions
A cylindrical metallic wire is stretched to double its length. Which of the following will NOT change for the wire after stretching?
Its curved surface area
Its total surface area
Its volume
Its radius
A right circular cone has the radius of the base equal to the height of the cone. If the volume of the cone is 9702 cu. cm, then the diameter of the base of the cone is :
21 cm
42 cm
cm
cm
Two identical solid hemispheres are kept in contact to form a sphere. The ratio of the total surface areas of two hemispheres to the surface area of the sphere formed is :
1 : 1
3 : 2
2 : 3
2 : 1

cosec2 θ + sec2 θ is equal to :
tan2 θ + cot2 θ
cot θ + tan θ
(cot θ + tan θ)2
1