Geometry is a branch of mathematics that focuses on configuration, angles, measurements of variety of things that is viewed in day-to-day life. Geometry has been derived from the two Greek words, Geo meaning earth and metron meaning measurement. In Euclidean geometry, there are two-dimensional figures and three-dimensional figures. In an elementary geometry, 2d shapes such as triangles, squares, rectangles, circles are also called smooth surface. In geometry of space, 3d shapes such as a cube, cuboid, cone, sphere, cylinder and holo cylinder are called solids. The fundamental geometry is based on points, lines and planes, which are summarised in coordinate geometry. The diverse categories of figures in geometry aid in recognising the figures in daily life. By using geometrical definitions, the area, perimeter and volume of figures can be calculated. Geometry is the investigation of diverse categories of configurations, icons and dimensions in maths or in actual life. In geometry, diverse angles, modifications and equalities in the icons are taught. The fundamentals of geometry vary on mostly points, lines, angles and planes. Every geometrical configurations are based on the fundamental geometrical definitions. The branches of geometry are classified as algebric geometry, discrete geometry, differential geometry, Euclidean geometry convex geometry and topology. Algebric geometry is a branch of geometry analysing zeroes of the quadratic polynomial. It consists of direct and polynomial algebric sums that are used for sorting the sets of zero. Discrete geometry is focused with the respective locations of easy geometric objects such as points, lines, triangles and circles. Differential geometry uses methods of algebra and arithmetic for problem-solving. Euclidean geometry is the investigation of plane and geometry of space is based on law and hypothesis such as points, lines, planes, angles, accordance and solid figures. It has a wide range of applications in computer science, contemporary mathematics, issue solving and so on. Convex geometry consists of convex configurations in Euclidean gaps using methods of real analysis. It is an implementation in calculus and functional examination in number theory. Topology is focused with the characteristics of space under continuous mapping. Its implementation consists of deliberation of brevity, progression, functions, configurations, sets and bunches. To solve the area, perimeter, volume and diverse dimensions using length, width and heights of diverse geometrical icons, geometrical formulas are necessary. By using the formulas, dimensions of the configuration can be calculated easily. Plane geometry focuses with smooth shapes that can be constructed on a piece of paper. A plane icon that is surrounded by a measurable chain of a straight line segments covering in a loop to create a closed polygonal chain or circuit. The sum of interior angles of a polygon= (n-2). Three sided polygon is triangle, four sided polygon is quadrilateral, five sided polygon pentagon, six sided polygon hexagon, seven sided polygon heptagon , eight sided polygon octagon, nine sided polygon nonagon and ten sided polygon decagon. A circle is a simple fixed shape. From a particular aspect called centre, all points of a circle are of similar compatible distance which means the angle created from a point that moves so that distant means fixed. Two figures are considered to be equal if they have the equal configurations or have similar angles. Two figures are said to be consistent if they have equal configurations and size. Solid geometry focuses with three-dimensional objects such as cubes, prism, cylinders and spheres. It consists of length, breadth and height. All the three-dimensional configurations are created from the shifting operations of 2D shapes. The important characteristics of 3D shapes are faces, edges and vertices. An edge is characterised as the line segment on the surrounding that connects one vertex to the other vertex. It means it connects one ending point to the other. A triangular prism has 9 edges, a cube has 12 edges, rectangular prism has 12 edges, pentagonal prism has 15 edges, hexagonal prism has 18 edges, a triangular prism has 6 edges, a square prism has 8 edges, a pentagonal prism has 10 edges and a hexagonal prism has 12 edges. All the geometric configurations are created on a smooth surface called faces. It is a smooth surface surrounded by the edges. A triangular prism has 5 faces, a cube has 6 faces, a rectangular prism has 6 faces, a rectangular prism has 6 faces, a hexagonal prism has 8 faces, a triangular prism has 4 faces, a square prism has 5 faces, a pentagonal prism has 6 faces, a square pyramid has 5 faces, a pentagonal pyramid has 6 faces and hexagonal pyramid has 7 faces. A vertex is characterised as the point where the ends of the solid figures link each other. It is the point where the adjoining sides of polygon meet .
