radius of sphere is r centimetre it is divided into two equal parts find the whole surface of two parts
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Answered by
388
Hey there,
Radius of a sphere = rcm
If the sphere is divided into two equal parts, then the resulting parts are hemispheres with radius rcm.
Total surface area of each hemisphere = 3πr2
Total surface area of both parts = 2 x 3π2 = 6πr2
Hence, the whole surface areas of two parts is 6πr2
Hope this helps!
Radius of a sphere = rcm
If the sphere is divided into two equal parts, then the resulting parts are hemispheres with radius rcm.
Total surface area of each hemisphere = 3πr2
Total surface area of both parts = 2 x 3π2 = 6πr2
Hence, the whole surface areas of two parts is 6πr2
Hope this helps!
Answered by
281
Heya,
Assume that the radius of the sphere = r
Given:-
Sphere is divided into 2 equal parts = 2 (hemisphere)
TSA of hemisphere = 3πr^2
[it is given that the sphere is divided into 2 parts]
Therefore,
TSA of both hemisphere = 2 (3πr^2)
TSA of both hemisphere = 6πr^2
=> Hence the whole surface area of the two parts is 6πr^2
Hope my answer helps you :)
Regards,
Shobana
Assume that the radius of the sphere = r
Given:-
Sphere is divided into 2 equal parts = 2 (hemisphere)
TSA of hemisphere = 3πr^2
[it is given that the sphere is divided into 2 parts]
Therefore,
TSA of both hemisphere = 2 (3πr^2)
TSA of both hemisphere = 6πr^2
=> Hence the whole surface area of the two parts is 6πr^2
Hope my answer helps you :)
Regards,
Shobana
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