Karnataka Secondary Education and Examination Board in short KSEEB prescribes syllabus for class 9 Karnataka board. They also conduct board examinations. Over the years KSEEB has been experimenting with syllabus, exam pattern, curricular and extra curricular activities. This made board to come up with very efficient stable system.
Usually mathematics is considered to be one of the toughest subjects by the students. Many students do face difficulties in remembering formulas, identities etc.. Some students start solving problems and get stuck in between and do not understand how to proceed. Some find mathematics totally uninteresting but for some students mathematics turned out to be favourite among all subjects. Why these contrast opinion on same subject? So mathematics is easy or challenging? Answer is: mathematics is challenging initially, regular practice will make it easy. Many do not study mathematics in the way it has to be. This simple change can eventually give a different result. Mathematics should be studied from the base.
In syllabus chapters are organised in a linear fashion and each chapter is further divided into several topics and sub topics making mathematical learning stepwise. This helps the students to absorb mathematical concepts better and apparently they start liking mathematics. After starting to like the subject students work more and more eventually improving their problem solving skills and helping them to master the subject.
Class 9 Karnataka board mathematics encompasses major areas like Number system, Euclid’s geometry, lines and angles, polynomials, Triangles, constructions, Quadrilateral, Heron’s formula, coordinate geometry, Linear equations in two variables, Areas of parallelograms and triangles, circles , surface area, volume, statistics and probability.
Refer table below for detailed syllabus of class 9 Karnataka state board mathematics:
Chapter 1 
Number system

Chapter 2 
Introduction to Euclid’s geometry

Chapter 3 
Lines and angles:

Chapter 4 
Polynomials

Chapter 5 
Triangles

Chapter 6 
Constructions

Chapter 7 
Quadrilateral

Chapter 8 
Heron’s formula

Chapter 9 
Coordinate geometry

Chapter 10 
Linear equations in two variables

Chapter 11 
Areas of parallelograms and triangles

Chapter 12 
Circles

Chapter 13 
Surface areas and volumes

Chapter 14 
Statistics

Chapter 15 
Probability
