IIT JAM Mathematics (MA) 2023 Question Paper Analysis: IIT JAM 2023 exam got concluded on February 12, 2023. The Mathematics paper along with Chemistry and Geology was held in the morning shift from 9:30 am to 12:30 pm. Candidates who appeared for the  IIT JAM Mathematics (MA) 2023 Question Paper can check the detailed analysis here based on students feedback. To guide candidates, here is a detailed IIT JAM Mathematics (MA) 2023 Question Paper Analysis for all test-takers to check. The question paper was divided into three sections as per the following pattern: 

Also Check : 

IIT JAM Mathematics (MA) 2023 Question Paper Analysis

The IIT JAM Mathematics (MA) 2023 Question Paper Analysis will help candidates to know the difficulty level of the question paper, and the expected number of good attempts.  Candidates are advised to note that the analysis is available here on the basis of the candidates who have appeared for the exams and experts' advice. 

Detailed IIT JAM Mathematics (MA) 2023 Question Paper Analysis

Note the detailed IIT JAM Mathematics (MA) 2023 Question Paper Analysis here: 

IIT JAM Mathematics (MA) 2023 Question Paper (Memory Based)

The question were moderate as compared to IIT JAM 2021 and IIT JAM 2022. The questions were doable and application based. The candidates who have attempted IIT JAM Mock Test 2023 and have practised regularly would have attempted maximum questions. 

Candidates can check memory based questions of IIT JAM Maths here: 
1. There were questions based on Cauchy Criteria
2. Many questions were based on sequence and series
3. Maximum number of an element in S8, S6 (Order based questions)
4. Question pertaining to p-test
5. Question based on linear method 
6. p(x) to p(xsqure) and find rank
7. 2n+1 /(n²+1)(n²+2n+2 )
8. s8 max order?
9. if sum of element of every row& every coloumn is zero then dim of the subspace in M3(R)
10. riemann integral
11. ​Given A,AB is null then max rank of B
12. A is 3*5 matrix and B is 5*5 then rank of B is ?
13. no. of elements in S4 having exact two cycles in NAT2
14. n^2 + 2n +2
15. sin 1/n and sin 1/n^3 ka series cgt. dg.
16. n integrate 0 to1 x^n+1 / x+1 n tend to inf
17. lim [1 +1/2^n +1/3^n ........+ 1/2023^n]^ 1/n = ?
18. RANK OF AB is 0 A 3x4 matrix B 4x4 then rank of Max B
19. write sum 2n+1/(n²+1)(n²+2n+1)
20. y"+x²<0 then y(x)<0 in (0,1) or >0
21. ​f" has exact two distinct roots then distinct roots of f' and f
22. sinxcosydxdy double integration o to pie/2
23. sin(1/n3) and sin(1/n) convergence of both
24. Cartesian direct
25. z=( x-1)^² + (y-1)^² area between z= 2 and 3

Section-wise IIT JAM Mathematics (MA) 2023 Question Paper Analysis

Since the exam is being conducted in three sections, here is a detailed section-wise analysis here: 

Also Check : 

Check Also

Stay tuned to CollegeDekho for more Education News pertaining to entrance exams and admission. You can also write to us at our E-Mail ID news@collegedekho.com.