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Solutions of intext exercises and end exercise of Number are explained elaborately to help understand the basic concepts. The chapter discusses the topics of rational, irrational numbers and representing the same on the number line Students are also taught how to represent square roots as well as terminating and non-terminating decimals on the number lines. Students are introduced to the concept of Polynomials which are expressions comprising of variables and coefficients.
Properties such as addition, subtraction, division, multiplication of polynomials are taught in this chapter along with their factorisation. The Factor Theorem and Remainder Theorem making use of these polynomials are also provided in this chapter. The majority of questions are practical and application-based which allows you to improve the understanding of the chapter. Students will learn how to plot points in the xy plane following the abscissa and ordinates, etc. With 3 exercises comprising both long and short questions, the exercises of NCERT Class 9 Solutions Maths for Chapter 3 are designed to test your application skills as well as cognizance.
Chapter 4 also discusses the concept of linear equations having two variables. Students already equipped with the knowledge of coordinate geometry will learn how to plot the graph of a linear equation with two variables. This chapter includes application-based questions to test your understanding of the chapter.
The 5th Chapter Introduction to Euclids Geometry tries to establish a link between present-day geometry with that of Euclidean geometry. The axioms, theorems and postulates have been provided to provide students with an in-depth understanding. The questions based on analysis to test your analytical skills and cognizance. Students are mostly asked to prove the statements based on the axioms and theorems explained in the chapter. The properties of triangles such as inequalities, congruence, rules of congruence have been explained in this chapter.
Students are also taught about the application f the congruence rules while solving the exercise questions. These questions are designed to test your cognizance. All angles are right angle. Opposite sides are parallel. All sides are equal and all angle is a right angle. Opposite sides are parallel and equal. Diagonals bisect each other at a right angle. One pair of opposite sides are parallel. Two pairs of adjacent sides are equal. One pair of opposite sides are equal.
Diagonals intersect at a right angle. After going through the above Class 9 Maths Chapter 8 important questions, now it will be easier for you to differentiate between them and learn all the important concepts. So, every quadrilateral is a four-sided figure but still, there is a lot of difference between them, depending on the length of sides and the equality of angle. The difference between them is mentioned in their properties, so go through the above properties carefully which will help you to differentiate between every type of quadrilateral.
Also, practise Class 9 Maths Chapter 8 extra questions so that you can through the concept and get good marks in the exam. Types of Quadrilaterals Based on angles and side lengths, there are various types of quadrilaterals: Parallelogram Rectangle Square Rhombus Trapezium Kite Parallelogram - A parallelogram is a quadrilateral which has opposite sides parallel.
Image to be added soon Rectangle - Rectangle is also a type of parallelogram with a little difference in the angles of the sides. Image to be added soon Square - A square is a quadrilateral with all four sides equal.
The diagonals of following quadrilateral bisect each other: Parallelogram Rectangle Square Rhombus. Sum of the all angles of a quadrilateral is A quadrilateral in which one pair of opposite sides are parallel, is called trapezium. A quadrilateral in which both pairs of opposite sides are parallel, is called parallelogram. A parallelogram in which one of its angle is right angle, is called a rectangle.
A parallelogram in which all side are equal, is called rhombus. A rectangle with all sides equal, is a square.
Diagonals of parallelogram divides it into two congruent triangles. The line segment joining the mid-points of two sides of a triangle is parallel to the third side and is half of it.
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