Does UNICAL Accept Second Choice? See Answer
Are you an Aspirant of University Of Calabar (UNICAL) and you are interested in knowing if they accept second choice candidates or not, if yes this article is for you.
It is important for you to know if a university accept second choice or not for admission before choosing that Institution as second choice
If you have been searching for “does UNICAL Accept Second Choice, does UNICAL accept awaiting results, does UNICAL accept two sittings, does UNICAL accept combine results, how to make UNICAL your first choice of institution, is UNICAL a state or a federal University, Does UNICAL write Post UTME, kindly take a look at the below details.
Does UNICAL Accept Second Choice ?
No
The University Of Calabar (UNICAL) does not accept second choice candidates. Candidates are to make UNICAL their first choice of institution to be eligible and considered for admission.
Does UNICAL accept two sittings ?
Yes
The University Of Calabar (UNICAL) accept two sittings. Candidates seeking admission into UNICAL must not use more than two sittings.
Does UNICAL accept awaiting results ?
Yes
The University Of Calabar accept awaiting results. Candidates seeking admission into UNICAL must make sure they upload their results to JAMB caps before UNICAL begins admission placements.
Does UNICAL accept combine results ?
Yes
The University Of Calabar (UNICAL) accept combine results. This means that candidates can combine WAEC and NECO together to gain admission into UNICAL.
Is UNICAL a state or a federal University ?
The University Of Calabar (UNICAL) is a state government owned and operated Nigerian university.
How To Make UNICAL Your First Choice
To make UNICAL your first choice of institution, you are to visit an accredited JAMB CBT Centre with a payment of #2500 and request for data correction. Request for change of institution form and choose UNICAL as your first choice of institution.
Does UNICAL write POST UTME ?
Yes, The University Of Calabar (UNICAL) usually conduct a written CBT Post UTME for all candidates.
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