Geometric Properties

Introduction:

The geometry is defined as the main division of the mathematics which is used to represents the basic concepts, relationship, solid measurement, lines, angles and surface area.  The geometry also used to include the magnitude concepts and relationships. In the science, geometry used to relate the space. The geometry has basic properties which are explained as following terms.     

1) Rectangle formula:
        Rectangle Perimeter = l + l + w + w = 2 × l + 2 × w = 2+2w
        Area of the Rectangle = l × w
2) Square formula:
        Perimeter of the square = c + c + c + c = 4 × c = 4c

        Area of the square = c* c = c ²
3) Parallelogram formula:
        Perimeter of the Parallelogram= c + c + d + d = 2 × c + 2 × d = 2c + 2d

        Area of the Parallelogram = b × h
4) Rhombus formula:
        Perimeter of the Rhombus = c + c + c + c = 4 × c = 4c

        Area of the Rhombus = b × h
5) Triangle formula:
        Perimeter of the Triangle = c + d + e

        Area of the Triangle = (b × h)/2
6) Trapezoid formula:
        Perimeter of the Trapezoid = c +d + e + f

        Area of the Trapezoid = (c+d) * h / 2 
7) Circle formula:
        Perimeter of Circle = 2 × pi × R or Perimeter = pi × d

       Area of the Circle = pi × R ² or Area = (pi × d²)/4