PRACTICAL GUIDE TO PLANE AND CIRCLE GEOMETRY TEXTBOOK.

This is a comprehensive textbook, extensively covered all areas of plane and circle geometry for secondary school and university syllables or branch of study.

This book included questions and solutions in ordinary and advanced plane and circle geometry which is core branch of mathematics. There are 260 Questions and Solutions that make up the textbook. The solution and answer for each question, broadly explain step by step on how to solve the given question. It extensively, covers areas in mathematics which includes: (i) Finding angles in the same segment and alternate segment (ii) Mensuration of angle in semi-circle and tangent to a circle. (iii) Corresponding , alternate and vertical angles. (iv) Finding the radius, perimeter and area of circle, semi-circle, quarter and sector of a circle. (v) Geometrical problems involving angle and length mensurations. (vi) Circumscribing plane shapes in a circle and semi-circle(Use to find the radius, area of a circle). (vii) Find the length of an arc of a circle, sector and semi-circle. (viii) Inscribing a plane shapes in a circle and semi-circle. (ix) Finding the length or area of inscribed or circumscribed shapes in a circle. (x) Circumscribing and Inscribing one plane shape into another and solving for length or angle or both (xi) Solving problems involving circle and regular polygons. (xii) Finding the area of the shaded portion of circle or semi-circle in relation to other plane shapes. (xiii) Advanced geometrical mensurations. (xiv) Applications of Appollinu´s and Descarte´s theorem (xv) Cyclic quadraliteral theorem. (xvi) Angle at center and circumference of a circle theorem in relation to other plane shape. Example: Triangle, Rectangle, Square And Polygon and many more.