Table of Contents
Area of Hemisphere – Surface and Volume of Area of Hemisphere
A hemisphere is a three-dimensional shape that is half of a sphere. The surface area of a hemisphere is the area of the outside of the shape. The volume of a hemisphere is the amount of space inside the shape.
Diagram of a Sphere
A sphere is a round object with a curved surface. It is the most basic 3D object and has no edges. All points on the surface of a sphere are the same distance from the center.
Surface Area
:
The surface area of a rectangular prism is the sum of the areas of the six rectangular faces.
A = 6 × (base area)
A = 6 × (base width) × (base height)
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Volume
1
Series
Annual Report of the State Board of Agriculture of the Commonwealth of Massachusetts
Publisher
N/A
Language
English
Description
This is the Annual Report of the State Board of Agriculture of the Commonwealth of Massachusetts for the year 1892.
Hemisphere
ctomy
Hemispherectomy is the surgical removal of one half of the brain.
Diagram of a Hemisphere
A hemisphere is a half of the Earth. It is a round, three-dimensional shape. The hemisphere has a north pole, a south pole, and a equator. The hemisphere is divided into the Northern Hemisphere and the Southern Hemisphere.
Elements of a Hemisphere
A hemisphere is a half of a sphere. It has the same shape as a sphere, but it is only half as big. A hemisphere has the same amount of area as a sphere does, but it only has half the volume.
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The Surface Area of a Hemisphere
The surface area of a hemisphere is the area of the surface of a sphere that is the same as the surface area of a hemisphere. To find the surface area of a hemisphere, we use the formula:
where r is the radius of the hemisphere.
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Practical Examples of calculating the Area of a Hemisphere
There are a few ways to calculate the area of a hemisphere. One way is to use the formula A = πr². In this formula, π is equal to 3.14 and r is the radius of the hemisphere. Another way to calculate the area is to use the formula A = 2πr². In this formula, 2π is equal to 6.28 and r is the radius of the hemisphere.
Applications of Mensuration:
1. Area and Volume of Geometric Shapes
2. Surface Area of Solids
3. Volumetric Flow Rate
4. Distance between two points
5. Midpoint of a line segment
6. Perimeter of a polygon
7. Area of a polygon
8. Circumference of a circle
9. Area of a circle
10. Volume of a sphere
For more visit Volume of Hemisphere
