MHT CET Maths Must Do Topics for 55+ Marks 2025

MHT CET Maths Must Do Topics for 55+ Marks 2025 can be checked here along with the total number of question asked in previous years

Mohith Kumar

Updated on - Apr 10, 2025 | 6:49:00 PM

MHT CET Maths Must Do Topics for 55+ Marks 2025

MHT CET Maths Must Do Topics for 55+ Marks 2025: Mathematics is a highly important subject in the MHT CET 2025 exam and plays a major role in the overall score. Students need to focus on major topics that are common in the exam to score 55 or more marks. The MHT CET Maths section tests the understanding of concepts, problem-solving ability, and application. To enable the students to score the best, the following list represents major areas of focus that have always been given priority over previous years. Keeping these issues in mind will increase confidence levels and enhance time management during the exam.

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MHT CET Maths Must Do Topics for 55+ Marks 2025

The table below depicts the must-do topics and the key areas to concentrate on. Knowledge of these concepts will enable students to score higher and be precise.

Class 11 Topics (10 Questions)

Chapter Name	2024	2023	2022	2021	Last 4 Years	Per Paper
Limits	17	12	11	11	51	1.06
Continuity	15	14	10	10	49	1.02
Functions	15	11	12	9	47	0.98
Circle	15	10	11	10	46	0.96
Probability	13	11	12	10	46	0.96
Permutation & Combination	14	11	10	10	45	0.94
Trigonometry II	12	10	11	10	43	0.90
Straight Line	13	10	10	10	43	0.90
Complex Numbers	11	10	10	10	41	0.85
Conic Section	New Chapter

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Class 12 Topics (40 Questions)

Chapter Name	2024	2023	2022	2021	Last 4 Years	Per Paper
Vectors	89	62	55	62	268	5.58
Line & Plane	66	52	49	36	203	4.23
Trigonometric Functions	67	50	36	25	178	3.71
Indefinite Integration	55	46	41	29	171	3.56
Applications of Derivatives	64	41	30	28	163	3.40
Differential Equations	46	26	39	50	161	3.35
Differentiation	50	20	36	28	134	2.79
Mathematical Logic	30	24	36	21	111	2.31

MHT CET 2025 Important Chapters

Mathematical Logic
Vectors
Line and Plane
Trigonometric Functions
Differentiations
Applications of Derivatives

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