What is UNICAL cut off mark for Mathematics / Statistics 2020/2021? If you want to know the cut off mark of University of Calabar for Mathematics / Statistics in UNICAL then am very happy to inform you that UNICAL cut off mark for Mathematics / Statistics has been made available here in this post.

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Having made the introduction above concerning UNICAL Cut Off Mark required to study Mathematics / Statistics, This is a notice to all candidates that UNICAL Mathematics / Statistics cut off mark for 2020/2021 academic session has been released by the management of University of Calabar.
Before we proceed, let us do a brief introduction on what Mathematics / Statistics cut off mark is all about. First of all, cut off mark is a minimum mark or score that is required in JAMB for a candidate who wish to gain admission into a particular school.
Therefore, Mathematics / Statistics cut off mark is a minimum mark or score that a candidate who wish to study and be considered for admission into Mathematics / Statistics in University of Calabar need to score in JAMB result before the person can apply for admission.
So, for you to gain admission into UNICAL to study the course in question; you need to pass the UNICAL Cut Off Mark that has been set by the management specifically for those intending to study Mathematics / Statistics.

UNICAL Cut Off Mark for Mathematics / Statistics

Without wasting much time, take note that UNICAL cut off mark for Mathematics / Statistics is 160. To gain admission to study Mathematics / Statistics in UNICAL, you need to have scored exactly 160 or above in JAMB before you can qualify to buy University of Calabar post UTME form and be considered for admission.You can also checkout JAMB Cut off mark here.
To be on the safer side, you need to score higher than the UNICAL cut off mark provided above for you to have a higher edge of getting admission to study Mathematics / Statistics. See JAMB subject combination for Mathematics / Statistics here or you can check JAMB subject combination for all courses here.

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