Hi

There is no easy way out to covering mathematics syllabus for someone who is taking a gap year and will be giving JEE Mains exam in 3 months or so. You can follow these guidelines to aid your studies:

Start with the NCERT

NCERT books form the base for the JEE entrance exams, especially for the JEE Main. A common mistake made by many students is to start with reference books directly while their concepts and theoretical knowledge are not very strong.

NCERT books will give you a firm grounding of concepts and, thus, are the best books to start your preparation. It is also worth noting that 60-70% of the JEE Main paper is based on NCERT books. However, they are not enough for practical questions.

Make a routine for yourself.

Nope, not a detailed one. Just a list of the subjects you want to read daily in the upcoming days. Don’t list down what topics you would read.

Get a copy of the syllabus for Mains printed.

This is more of a confidence-boosting thing as you can keep a track of how much you are prepared. Seeing the prepared things crossed off some list helps calm our erratic mindset in the remaining months and helps boost self-confidence.

Solve as many practice papers you can. If you feel you are prepared in a particular subject, go through the previous years question papers and solve them keeping in mind the time you have allotted to that subject for yourself during the actual exam. Don’t focus on the marks you are getting. Focus on improving your speed and accuracy. And that requires a lot of practice. I, for one, had given around 30 full length papers keeping the time in mind. As an added challenge, in some papers, I used to keep 2:30 hrs time instead of the normal 3 hrs time so as to improve on my speed, and it helped a great deal.

If you have a limited time, you can follow these points:

1. Advisably, you should spend 4-5 hours daily for theory revision and finish off theory part. Understand your learning pattern and which chapters you like and in which chapters you need to work more.
2. For next 2-3 weeks make sure that you give one full syllabus JEE Main or Advanced type mock test every alternate day. Spend the remaining part of that day in detailed analysis of the paper and again reading theory. This will further improve your speed.
3. In last 14-15 days, try to solve variety of questions from all the study material available to you.

You can get more such tips on our website(https://engineering.careers360.com/articles/how-prepare-for-jee-main), which has been curated with great tips.

I hope this helps.

Good Luck

Board has deleted some portion of the syllabus for the ease of students who will be taking their CBSE Board Exam.Here is the list of the CBSE Class 10 mathematics topics(Algebra and geometry) that are deleted from the original syllabus.

Algebra:

Polynomials-Statement and simple problems on division algorithm for polynomials with real coefficients.

Pair of linear equations in two variables-cross multiplication method.

Quadratic equations-situational problems based on equations reducible to quadratic equations.

Arithmetic progression-Application in solving daily life problem based on sum to n terms.

Coordinate geometry-area of a triangle.

Geometry:

Triangles-Proof of the following theorems are deleted . The ratio of the areas of two similar triangles is equal to the ratio of the squares of their corresponding sides. In a triangle, if the square on one side is equal to sumof the squares on the other two sides, the angle opposite to the first side is a right angle.

Circles-no deletion.

construction-construction of a triangle similar to a given triangle.

Hi Aspirant!

Co-ordinate geometry is considered one of the most important sections of the mathematics. It describes the link between algebra and geometry through graphs which involves curves and lines.

I am considering  your query in the context of 11th and 12th class.

Chapters considered under co-ordinate geometry are:

• Introduction to 3D-Geometry - 11th class NCERT (Chapter 12)
• Three Dimensional Geometry - 12th class NCERT (Chapter 11)

Kindly note that to understand the basics of 3D geometry one should learn the complete basics of 2D geometry first.

Thankyou!