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