Difference between Sphere and Circle

The following is the list of Difference between Sphere and Circle:

Property

Circle

Sphere

Dimension

Two-Dimensional shape

Three-Dimensional Shape

Geometry

Closed Curve

Infinite set of points in a plane

Equation

(x – h)2 + (y – k)2 = r2

Infinite set of points in a plane

Example

Tire, Coin, Pizza, etc.

Globe, Basketball, etc.

Sphere: Definition, Formulas, Examples, Shapes, Properties

Sphere is a three-dimensional object that is perfectly round and symmetrical in shape. It is a set of points in 3-D space that are all equidistant from a fixed point(center). The distance from the center to any point on the surface of the sphere is the same, and this distance is called the radius. A sphere is defined in 3 axis whereas a sphere is defined only in 2 axis.

In this article, we have explained everything about the Sphere from the Definition of Sphere, Volume, and Surface Area Formula, to Real-life Examples of Spheres. Let’s get a closer look at Sphere in Detail.

Table of Content

  • Sphere Definition
  • Shapes of Sphere
  • Examples of Sphere
  • Sphere Formulas
  • Surface Area of a Sphere
  • Volume of a Sphere
  • Sphere Equation in 3D

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Sphere Definition

Sphere is defined mathematically as the set of all points in space that are equidistant from a fixed center point. Each point on the surface is unique and spaced from the center by a predetermined amount. In simple words, a three-dimensional geometric shape that is perfectly round and symmetrical is called a Sphere or we can say sphere is a three-dimensional object without any edges or corners....

Sphere Formulas – Volume and Surface Area

Volume and surface area formula for Sphere are as follows:...

Examples of Sphere

Real-life examples of the sphere include the following:...

Difference between Sphere and Circle

The following is the list of Difference between Sphere and Circle:...

Sphere Formulas

Some sphere formulas are added below,...

Surface Area of a Sphere

The total surface of a sphere, including the curved surface, is the same in three dimensions. This implies that the area of a sphere’s curved surface must be utilized as the foundation rather than the contribution of its circular base in order to calculate its surface area....

Volume of a Sphere

The volume­ of a sphere indicates the­ space it occupies. Cubic units, such as cubic mete­rs (m3), cubic centimeters (cm3), and cubic inche­s (in3), are used to measure­ this quantity. A sphere, known as a three­-dimensional sphere, has uniformly space­d points from its center. Basketballs and socce­r balls serve as example­s of commonly used spheres, e­ach possessing a unique volume....

Sphere Equation in 3D

The equation for a sphere in three-dimensional space is given by:...

Hemisphere Definition

The term “hemisphere” can be broken down into “hemi,” meaning half, and “sphere,” referring to a three-dimensional shape. Consequently, a hemisphere is a 3D geometric form that represents half of a sphere, with one side being flat and the other resembling a rounded bowl. It comes into existence when a sphere is sliced exactly at its center along its diameter, resulting in two identical hemispheres. The flat side of a hemisphere is often referred to as its base or face....

Difference between Hemisphere and Sphere

Spheres and hemispheres are both round shapes but there are some certain distinctions between both. Some of the common differences between Spheres and Hemispheres are listed in the following table:...

What is Hollow Sphere?

A hollow sphere, also known as a spherical shell or simply a shell, is a three-dimensional geometric object that is similar in shape to a regular solid sphere but has an empty or hollow interior. A hollow sphere is characterized by two radii: the outer radius (R) and the inner radius (r), where R is greater than r....

Calculation of Spheres with Diameter

Calculating spheres with diameter means using the diameter measurement to find the sphere’s properties. It starts by halving the diameter to find the radius, which is often needed for calculations. With the radius, you can find the sphere’s volume, surface area, or other characteristics as required....

Solved Examples on Sphere

Some examples of Sphere with their solutions are,...

Practice Problems on Sphere

Some problems on sphere are,...

Frequently Asked Questions on Sphere

What is Sphere in 3D Geometry?...