UP
Hello dear aspirant
After the mopup round the vacant seat gets surrendered to the management quota seat and college management personnel have full right on how to fill that seat.
Hope this was helpful. Thanks
Congratulations on your admission in GSVM Kanpur. Once you have frozen your seat and paid the seat acceptance you just need to wait for all the Counselling Rounds to finish and keep checking Admissions Portal/ Student Registration/ Main Website of GSVM Kanpur from time to time.
Post Counselling Rounds, Institute
Hi Janhavi
Government Medical College, Kannauj was established by BSP Government in 2006 as Kannauj Medical College, the college is at about 3-hour drive from the state capital Lucknow.
There are 6 government medical colleges which are started in year 2010–2013 among these medical colleges GMC Kannauj is the best
Hello Aspirant,
In this case I want to inform you that as the competition level is highly increased in this year, so with this marks you can't get Government medical colleges in your State in the first round of counselling, you'll get several government seats of reputed private mbbs colleges
Hello Student,
The admissions process is as follows :
Dear aspirant
As if you have been allotted gsvm kanpur then you will have to report that college only i.e, gsvm kanpur itself. For Private college there are different nodal center but for you it is same you have to direct report to your college. You can report to your
Hello Dear Student,
In U.P State NEET-UG Counselling:
Roud 1: Round 1 is Free Exit means if you didn't get any seat and wants to take Exit from State Counselling then your Counselling Security Money will be Refunded to you after completion of All Rounds of Counselling processes.
If you
hello aspirant
mop up round is basically the final round for counselling . basically in this round , all the vacant seats fills which are left after the counsellings . so the empty seats will be allotted to candidates .
now the procedure for mop up round( i am considering
Hey!
the question is of baye's theorem.
Let us say that "E" is the event that the chosen coin always shows tail.
now, let E1 , E2 & E3 are the coins which shows tail on both sides, biased coin (70%) and unbiased coin respectively.
So, p (E1)=p(E2)=p(E3)=1/3 (as the
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