IGNOU CVG 004 Vedic Rekha Ganit Ayvam Trikonganit | Guess Paper | Important Question Answer |Certificate in Vedic Ganit (CVG)  (Paperback, BMA Publication)

Study of Vedic Geometry: The course explores the principles and techniques of Vedic Geometry, which includes the study of geometric figures, properties, and constructions as described in ancient Indian mathematical texts. Application of Vedic Geometry: It may focus on applying Vedic geometric methods to solve problems related to measurement, construction, and spatial reasoning. Focus on Triangles: The course might emphasize the study of triangles, including their properties, classifications, and geometric relationships, as well as methods for solving triangle-related problems using Vedic techniques. Trigonometric Concepts: It may cover basic trigonometric concepts such as sine, cosine, tangent, and their applications in Vedic Mathematics, particularly in relation to triangles and geometric constructions. Geometric Constructions: Learners may be taught various Vedic methods for geometric constructions, including methods for constructing triangles, angles, and other geometric figures using simple tools.