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2020•Research & Reviews Discrete Mathematical StructuresRequires access

A Study on the Derivations of Two-dimensional Geometry

Khushboo Malhotra, Shallu Gupta

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Abstract

Two-dimensional geometry is the study of conic sections. The conic section includes figures like circle, hyperbola, ellipse, parabola, semi circles etc. The study of two-dimensional geometry has many formulas related to Area, perimeter. However, the derivation of the particular geometrical figures are not studied due to their complexity. This paper focuses on how to reduce the complex nature of derivations and provides them in new and easy form. In addition, this paper explores how to use trigonometrical concepts in easy form for the derivation of any particular two-dimensional figure. Keywords: Two-dimensional geometry, trigonometrical concept, conic section, equilateral triangle, curves Cite this Article Khushboo Malhotra, Shallu Gupta. A Study on the Derivations of Two-dimensional Geometry. Research & Reviews: Discrete Mathematical Structures. 2020; 7(1): 1–5p.

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Two-dimensional geometry is the study of conic sections. The conic section includes figures like circle, hyperbola, ellipse, parabola, semi circles etc. The study of two-dimensional geometry has many formulas related to Area, perimeter. However, the derivation of the particular geometrical figures are not studied due to their complexity. This paper focuses on how to reduce the complex nature of derivations and provides them in new and easy form. In addition, this paper explores how to use trigonometrical concepts in easy form for the derivation of any particular two-dimensional figure. Keywords: Two-dimensional geometry, trigonometrical concept, conic section, equilateral triangle, curves Cite this Article Khushboo Malhotra, Shallu Gupta. A Study on the Derivations of Two-dimensional Geometry. Research & Reviews: Discrete Mathematical Structures. 2020; 7(1): 1–5p.

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Available abstract

Two-dimensional geometry is the study of conic sections. The conic section includes figures like circle, hyperbola, ellipse, parabola, semi circles etc. The study of two-dimensional geometry has many formulas related to Area, perimeter. However, the derivation of the particular geometrical figures are not studied due to their complexity. This paper focuses on how to reduce the complex nature of derivations and provides them in new and easy form. In addition, this paper explores how to use trigonometrical concepts in easy form for the derivation of any particular two-dimensional figure. Keywords: Two-dimensional geometry, trigonometrical concept, conic section, equilateral triangle, curves Cite this Article Khushboo Malhotra, Shallu Gupta. A Study on the Derivations of Two-dimensional Geometry. Research & Reviews: Discrete Mathematical Structures. 2020; 7(1): 1–5p.

Key concepts: Conic section, Hyperbola, Ellipse, Geometry, Section (typography), Parabola, Equilateral triangle, Mathematics

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