HP Board Class 8 Maths Syllabus

Syllabus is considered as a kind of instructive tool that sets a standard of what is expected to happen during the complete course session. Syllabus of Class 8 Maths will help students to get a glimpse of the topics that will be covered during the academic year. Syllabus plays a vital role in scoring good marks and also allow them to plan their semester efficiently. It will help the students to analyze what they need to study and what are the chapters covered in the syllabus.

The syllabus for Class 8 Maths is framed by HPBOSE. The Maths syllabus for Class 8 will help students to prepare beforehand and to score good marks in all the subjects. A good constructive syllabus helps students as well as teachers to prepare and organize each topic accurately. It helps the students to get a clear idea of the course content and the knowledge they will gain throughout the course.

Learning or studying mathematics develops our reasoning, generates practicality and also its uses can be applied in the day to day life activities.

Benefits of Class 8 Syllabus of HPBOSE Board

  • It helps students about the course structure, goals and learning outcomes.
  • Having a detailed syllabus structure will help students know better on which topics they need to focus more.
  • Preparing yourself according to the syllabus will help them to score good marks
  • The syllabus will give an idea about the importance of a topic and determine how much time you should devote to particular topics.
  • Course syllabus mainly focuses on the needs of the students and their learning process.
  • It is also responsible for the success of the student
  • It includes information that will facilitate success of students.

We have compiled the Std. 8 Maths syllabus as per the Himachal Pradesh Board of School Education. Here, you will get the latest syllabus for HPBOSE Class 8 standard.

HPBOSE Board Class 6 Maths Syllabus

Practise This Question

Two line segments AB and CD are taken. Initially, the points A & C and B & D are coincident. The line segment CD is rotated about point D such that CD coincides with AB again, when it covers a distance of  x.  If the distance covered by C is y,  the angle subtended by CD with respect to starting point is θ, then find the relation among x,y and θ. Assume that θ is in degrees.