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CBSE Notes Class 8 Maths - Updated As Per The Latest Prescribed Syllabus

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Notes contain clear and basic steps that class 8 students can easily understand. The above chapters are based on CBSE pattern. Dronstudy has all chapters belonged to CBSE class 8 maths notes. All the chapters belonged to CBSE syllabus will be explained here with proper teaching method.

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The best place to learn and practice maths without the aid of physical teacher! Login Register. September 27, at pm Reply. July 20, at pm Reply. Muskan bharti. March 28, at pm Reply. Kamta Kaushal. January 19, at pm Reply. Dear sir! Your all solutions are too good Preeti verma. September 7, at pm Reply. Ashish Anand. September 2, at pm Reply. Very Byjus Class 9 Maths Chapter 6 Year helpful for me. Because of that I able to revise my notes in short time.

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It is a gojius app ,it helped me a lot in study. Thank you to the owner of this app. Mohd shaqoor. October 5, at pm Reply. Sarthak modi. September 17, at am Reply. Leave a Reply Cancel reply. Chapter Name. Chapter Notes. Linear Equations in One Variable. Understanding Quadrilaterals. Practical Geometry. Squares and Square Roots. Cubes and Cube Roots. Comparing Quantities. Algebraic Expressions and Identities.

Visualising Solid Shapes. Exponents and Powers. Direct and Indirect Proportions. Byjus class 8 maths chapter 3 notes With Numbers.


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Simple Closed Curve: A closed curve called a simple closed curve which does not intersect itself. Polygon: A polygon is a closed figure bounded by Byjus Class 10 Maths Notes Tab three or more line segments such that each line segment intersects exactly two other points vertices as shown in the following figures. Quadrilateral: A simple closed figure bounded by four line segments is called a quadrilateral, it has four sides i.

Parallelogram: A quadrilateral in which opposite sides are parallel and equal is called parallelogram; written as gm. Square: A quadrilateral in which all sides and angles are equal, is called a square.

Rhombus: A parallelogram having all its sides equal, is called a rhombus. Trapezium: A quadrilateral in which two opposite sides are parallel and the other two opposite sides are non-parallel, is called a trapezium.

If two non-parallel sides of a trapezium are equal, then it is called an isosceles trapezium. Kite: A quadrilateral in which two pairs of adjacent sides are equal, is called a kite. Properties: Diagonals bisect each other at the right angle. Paper is a very common example of a plane surface. The curve obtained by joining a number of points consecutively without lifting the pencil from the paper is called a plane curve.

A circle is a very common example of a plane curve. A polygon is a simple closed curve formed of only line segments. A triangle is a very common example of a polygon.

Classification of Polygons A polygon is said to be a triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon, decagon, ���, n-gon according as its number of sides or vertices is 3, 4, 5, 6, 7, 8, 9, 10, ��� , n respectively. Diagonals The line-segment joining any two non-consecutive vertices of a polygon is called its diagonal. Convex and Concave Polygons A polygon is said to be convex if it has no portion of its diagonals in its exterior otherwise it is said to be a concave polygon.

A polygon which is equiangular but not equilateral is called an irregular polygon. For example; a rectangle. Kite A quadrilateral, which has exactly two pairs of equal consecutive sides, is called a kite. Properties: Opposite sides are equal and parallel. Opposite angles are equal. An angle made up of the sum or difference of two or more angles is called compound angles. Trigonometric Ratios of Multiple Angles. Trigonometric Equations Equation which involves trigonometric functions of unknown angles is known as the trigonometric equation.

Solution of a Trigonometric Equation A solution of a trigonometric equation is the value of the unknown angle that satisfies the equation. A trigonometric equation may have an infinite number of solutions.

Basic Rules of Triangle. In a triangle ABC, the angles are denoted by capital letters A, B and C and the lengths of sides of opposite to these angles are denoted by small letters a, b and c, respectively.

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