Question

what is eculid geometry and what is the method of eculid geomety gave 30 example of eculid geomety

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Answer 1

Answer:

Euclid's geometry or the euclidean geometry is the study of Geometry based on the undefined terms such as points, lines, and planes of flat spaces. In other words, it is the study of geometrical shapes both plane shapes and solid shapes and the relationship between these shapes in terms of lines, points, and surfaces.

Answer 2

Euclidean geometry is the study of plane and solid figures on the basis of axioms and postulates employed by the Greek mathematician named Euclid. It deals with the properties and relationship between all the things.

Examples:

• A surveyor uses a level

• A surveyor uses a levelSphere packing applies to a stack of oranges

• parabolic mirror brings parallel rays of light to a focus.

• Geometry is used in art and architecture.

• Geometry is used in art and architecture.Geometry can be used to design origami.

• Geometry is used in art and architecture.Geometry can be used to design origami.The water tower consists of a cone, a cylinder, and a hemisphere. Its volume can be calculated using solid geometry

• Quite a lot of CAD (computer-aided design) and CAM (computer-aided manufacturing) is based on Euclidean geometry.

• Some classical construction problems of geometry are impossible using compass and straightedge, but can be solved using origami.

• The earliest reasons for interest in geometry was surveying, and certain practical results from Euclidean geometry, such as the right-angle property of the 3-4-5 triangle, were used long before they were proved formally

• An application of Euclidean solid geometry is the determination of packing arrangements, such as the problem of finding the most efficient packing of spheres in n dimensions. This problem has applications in error detection and correction.

• Geometric optics uses Euclidean geometry to analyze the focusing of light by lenses and mirrors.

• Geometric optics uses Euclidean geometry to analyze the focusing of light by lenses and mirrors.The two common examples of Euclidean geometry are angles and circles.

• Angles are said as the inclination of two straight lines.

• Angles are said as the inclination of two straight lines. A circle is a plane figure, that has all the points at a constant distance (called the radius) from the center.