Joint Admission Test for M.Sc Programmes
Hey!
IIT JAM Biotechnology paper consistes on 10+2 level mathematics questions. Exam patterns is as follows:
to know more, visit here:
https://university.careers360.com/articles/how-prepare-jam-biotechnology
Thankyou
hey!
As per the eligibility criteria, to wrie IIT JAM for biotechnology , candidate need to have a bachelor's degree with relevant subjects and bilogy is essential subject. There is no need of mathematics. To know more, visit here:
https://university.careers360.com/articles/jam-eligibility-criteria
thankyou
Hello student,
The eligibility criteria for a candidate to appear for IIT JAM examination is that a candidate must possess a bachelor's degree with minimum of 55% aggregate marks or 5.5 CGPA/CPI out of 10 for the unreserved category.
If a candidate want to pursue post graduation in mathematics then
Hi Aspirant,
There are various seats as per arranged by various IIT for IIT JAM test In Msc Mathematics.Here are the seat numbers as listed below:
IIT Bhilai has 12 seats in Msc Mathematics and Computing
IIT Bombay has 38 seats in Msc Mathematics
IIT Delhi has 68 seats in
Hello,
It is not compulsory that a candidate must have studied B.Sc Physics (hons) to eligible for IIT JAM. The eligibility criteria is that a candidate must have passed bachelor's degree with Physics and Mathematics as a subject for 2 years or 4 semesters from a recognised board. Candidates belonging
U can give JAM exam as many times as u want.....there is no restriction.
Hello aspirant,
Hope you are doing well,
As per the present announcement the exam for JAM will be on February 14 2021.
The tentative dates for JEE JAM are as below,
Hello!
There are several IITs that provide MSc/M.Tech in Mathematics course and they accept IIT JAM scores for admission into this course.
Integral calculus -Most of the questions are from definite integral. I referred Integral Calculus by Samvedna publications .
Differential calculus - Concentrate on Rolles theorem,Lagrange’s theorem, and Intermediate value theorem. Also focus on partial differentiation. I referred Differential equations by Samvedna publications .
Vector algebra - Concentrate on
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