ISC 12th Mathematics Most Important Topics 2024

Supreeta Roy

Updated On: February 20, 2024 04:32 pm IST

Candidates can go through ISC 12th Mathematics Most Important Topics 2024 and start revising accordingly for the exam. ISC Maths 2024 exam will be held on February 20.
ISC 12th Mathematics Most Important Topics 2024 (Image Credit: Pexels)ISC 12th Mathematics Most Important Topics 2024 (Image Credit: Pexels)

ISC 12th Mathematics Most Important Topics 2024: The most important topics from ISC 12th Mathematics have been provided here. Candidates can note these topics and prioritize studying them over the others to cover the most important part of the syllabus and secure good marks in the examination. According to the marks weightage, the most number of questions appear from calculus and probability. Therefore, all the sub-topics within this topic are important from the examination point of view. At any cost, the students must not leave topics to pass the examination with good scores. The most important sub-topics have been detailed here to help students understand which topic should be their priority during revision.

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ISC 12th Mathematics Most Important Topics 2024

Candidates can check out the most important topics from ISC 12th Mathematics theoretical paper for priority-basis revision:

  • Continuity

  • Differentiability and Differentiation

  • Derivatives of Logarithmic and Exponential Functions

  • Logarithmic Differentiation

  • Application of Derivatives

  • Integrals

  • Differential Equations

  • Conditional Probability

  • Bayes’ Theorem

  • Random variable and its probability distribution

Do note that other than these topics, candidates must also study the rest of the syllabus to rank better than other students. These topics are only to help students know which are the most important ones, and which questions are highly likely to come from which sub-topic. If there is a time crunch, candidates can revise these topics, and they will end up covering half of the syllabus, due to their weightage in the examination. 

For effective revision of these topics and others, candidates can solve the previous year’s question paper. This will help them revise fast, self-evaluate their preparation for the test, know other important topics (if any), and gain mastery over their weaknesses through thorough practice. 

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