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MHT-CET

Mathematics

Salient Features

 Includes chapters of Std. XII as per the latest textbook of 2020-21.

 Exhaustive subtopic wise coverage of MCQs.

 3882 MCQs including questions from various competitive exams.

 Chapter at a glance, Shortcuts provided in each chapter.

 Includes MCQs from JEE (Main) (8th April, shift 1), MHT- CET (6th May, Afternoon) 2019

and JEE (Main) (7th January, shift 2) 2020.

 Also, Includes MCQs from JEE (Main) and MHT-CET upto 2019.

 Various competitive examination questions updated till the lates

For the syllabus of MHT-CET 2020, 80% of the weightage has given to the syllabus for XIIth standard while

only 20% is given to the syllabus for XIth standard (with inclusion of only selected chapters). Since there is no

clarity on the syllabus for MHT-CET 2021 till the time when this book was going to be printed and taking the

fact into consideration that the entire syllabus for std. XIIth Science has always been an integral part of

MHT-CET syllabus, this book includes all the topics of std. XIIth Mathematics.

We believe that although the syllabus for Std. XII and MHT-CET is aligned, the outlook to study the subject

should be altered based on the nature of the examination. To score in MHT-CET, a student has to be not just

good with the concepts but also quick to complete the test successfully. Such ingenuity can be developed

through sincere learning and dedicated practice.

Having thorough knowledge of mathematical concepts, formulae and their applications is a prerequisite for

beginning with MCQs on a given chapter in Mathematics. Students must know the required rules, formulae,

functions and general equations involved in the chapter. Mathematics requires understanding and application of

basic concepts, so students should also be familiar with concepts studied in the earlier standards. They should

befriend ideas like Mathematical logic, inverse functions, differential equations, integration and its applications

and random variables to tackle the problems.

As a first step to MCQ solving, students should start with elementary questions. Once a momentum is gained,

complex MCQs with higher level of difficulty should be practised. Questions from previous years as well as

from other similar competitive exams should be solved to obtain an insight about plausible questions.