How can geometry be used in real life

Circumferences, radii, and areas are one of the concepts concerning length and area. Also, the volume of 3 dimensional objects such as cubes, cylinders, pyramids, and spheres can be computed using geometry. It used to be all about shapes and measurements, but numbers will soon make its way to geometry.

Thanks to the Pythagoreans, numbers are introduced in geometry in the form of numerical values of lengths and areas. Numbers are further utilized when Descartes was able to formulate the concept of coordinates.

In real life, geometry has a lot of practical uses, from the most basic to the most advanced phenomena in life.

Even the very basic concept of area can be a huge factor in how you do your daily business. For example, space is a huge issue when planning various construction projects. For instance, the size or area of a specific appliance or tool can greatly affect how it will fit in to your home or workplace, and can affect how the other parts of your home would fit around it.

Moreover, the contents of paintings or sculptures are largely affected by the choice and shape of frames. Not to forget that the principles of projective geometry form the basis of perspective, which is used in most of the painting. Sports often does not fail a sole chance to make use of geometrical concepts. The buildings of the sports stadiums and athletic fields take into consideration geometric shapes.

The athletic fields also employ geometry; hockey, soccer, basketball, and football fields are rectangular in shape. The corner kick spots, goal posts, arcs, D-section, and centre circle are marked on the field. Similarly, the pitches of various other sports like volleyball and basketball take into consideration the geometrical aspects because these pitches have oval as well as circular arcs marked clearly.

Talking of track field, semicircular shapes are often noticeable. Angles also play a critical role in predicting the movement of the players, enhancing their performance, and scoring a point.

Geometry is widely applied in the field of designing; the creation of animated figures in the video games require geometry. In the case of art, almost every element of designing is entwined with geometric proportions, which is used to depict a story.

Taking the examples of miniature paintings and manuscript illumination, geometric principles are employed to compose the layout. Strict geometric proportions are paid attention to while forming individual letters in calligraphy. In designing, geometry has a symbolic role to play; as is evident from the carvings on the walls, roofs, and doors of various architectural marvels. Geometry, one of the principle concepts of mathematics, entails lines, curves, shapes, and angles. Before any architectural design is made, a computer software helps in rendering visual images on the screen.

CAD, a software, puts forth the blueprint of the design. Moreover, it also aids in the simulation of the architectural forms which allows for the better understanding of the finished product. The principles of geometry are being used extensively in various industrial processes which allows the designing of graphics. Types of Trigonometry. How to Use a Bushnell Voyager Telescope.

The Use of Calculus in Engineering. How to Figure a Delta Angle. What Tools Are Used in Geography? How to Make a Weather Station Model.

Math Projects Based on Trigonometry. How to Use a Telescience Telescope. The center-line on a highway. The Equator. Real-Life Examples: A pen. Edge of a paper. Real Life examples: Sun rays. Real-Life Examples: The cross sign X shares an intersecting point in the middle. The hands of the clock. Real-Life Examples: Notebook edges. Floor tiles. Door edges. The Equator and prime meridian. Real-Life Examples: Railway tracks.

The lines of running tracks. Lines on a road. The opposite sides of a book. Learn about geometric angles with real-life examples: Angle: When two rays share the same endpoint they form an angle among themselves.

Real-Life Examples: A board has four right angles. The sides of any square shape. Real-Life Example: When the clock reads 6 pm then the hands of the clock form a straight angle. The hour and minute hands both point at opposite directions and form a straight line.

Real-Life Example: Spokes of a cycle.