2018 is a perplexing year for students preparing for IIT JEE. There have been a lot of changes this year. NTA, the new exam body for IIT JEE, will conduct the IIT JEE Main and Advanced exams twice a year (in January and in April) in the online mode. But thankfully, the syllabus for IIT JEE 2019 is kept intact for both Main and Advanced examinations.
Just like previous years, the IIT JEE 2019 syllabus adheres to the NCERT curriculum. To successfully crack IIT JEE, students must have a thorough conceptual understanding of the topics included in the syllabus. However, simply getting familiar with the topics is not enough; students must be aware of the weightage of the topics as applicable for IIT JEE. Because teaming up smart work with dedication is the best way to go about IIT JEE preparation.
Scroll down to access the full, subject-wise syllabus for IIT JEE 2019.
The syllabus is vast, no doubt, but you are already familiar with it. The syllabus for IIT JEE 2019 mostly overlaps with the Class 12 board exam curriculum, especially if your school adheres to the NCERT solutions textbooks. But, cracking IIT JEE is not the same as clearing the Class 12 board exam. It is way more tough and competitive. So, what should you do differently?
First of all, approach your syllabus from the IIT JEE perspective.
Second, get accustomed to the question pattern and the difficulty level of the exam.
And third, follow the quick tips and tricks below:
And, don’t get overwhelmed, get help instead. Browse through the study plans by TopperLearning and Motion JEE. Let's team up and crack IIT JEE together!
Queries asked on Sunday and after 7 pm from Monday to Saturday will be answered after 12 pm the next working day.
A boy use to walk to school every morning
& it takes him 20 min. One day on his
way, he realise that he had gotten his
H.W notebook at home. He knew that if
he continued walking to school at the
same speed, he would be there 8 min
before the bell. So he went back home for
the notebook & arrive the school 10 min after the bell. If he walked all the way with
his usual speed, then what fraction of the
way to school had he covered till the moment he turned back?
Sir please solve and explain me the concept in Q.6.
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