Month: April 2016

Mathematics Pancyprian Exams

The objective of the Pancyprian Examinations is the award of the School Leaving Certificate (Apolytirion) to graduate students of Secondary Education, as well as the admission to the Public Higher Education Institutions of Cyprus and Greece.

We offer complete courses for both Core and Advanced Mathematics.

B Lyceum Advanced Mathematics

Advanced Mathematics of the second year of Lyceum are more difficult compared to the material taught in the first year. A good preparation and understanding of the syllabus is essential, in order to possess the prerequisite knowledge of the syllabus of Pancyprian examinations.

We offer complete courses of Advanced Mathematics.

 

Mathematics iGCSE O Level

iGCSE (International GCSE) is the foundation course of A levels. It covers almost the same topics as A levels but at a more fundamental level, to enable the student to cover them in depth in the A level course.

It is suitable for students in private schools who wish to improve their performance throughout the year. Students in public schools who wish to enter universities in the UK are not required to take the iGCSE O-level examination. It is recommended, however, to take the GCE A-level examination.

We offer support for iGCSE O Level Mathematics to improve students’ performance throughout the year and also intensive revision for the examinations.

Mathematics A Level

GCE A-level Mathematics offers students with a good understanding of Mathematics the chance to study it at a higher level. It provides a thorough grounding in the mathematical tools and techniques often needed in the workplace. It is suitable for students who wish to enter universities in the UK.

We offer teaching for the following units: 

  • Core Mathematics Units: C1, C2, C3, C4
  • Further Pure Mathematics Units: FP1, FP2, FP3
  • Mechanics Units: M1, M2, M3, M4, M5
  • Statistics Units: S1, S2, S3, S4
  • Decision Mathematics Units: D1, D2

The above units can be used in a variety of combinations so that students can obtain up to three A levels. Core Mathematics units are compulsory. 3 units (including C1, C2) are necessary for an AS award and 6 units for a single A – Level. A combination of 12 distinct units is considered as two separate A Levels.

More specifically:

  1. Advanced GCE Mathematics:

Core Mathematics units C1, C2, C3 and C4 plus two Applications units from the following six combinations: M1 and M2; S1 and S2; D1 and D2; M1 and S1; S1 and D1; M1 and D1.

  1. Advanced GCE Pure Mathematics:

Core Mathematics units C1, C2, C3, C4, FP1, and either FP2 or FP3.

  1. Advanced GCE Further Mathematics:

Further Pure Mathematics units FP1, FP2, FP3 and a further three applications units (excluding C1 – C4) to make a total of six units,

Or,

FP1, either FP2 or FP3 and a further four Applications units (excluding C1 – C4) to make a total of six units.

Students who are awarded certificates in both Advanced GCE Mathematics and Advanced GCE Further Mathematics must use unit results from 12 different teaching modules.

  1. Additional Qualification in Advanced Further Mathematics (Additional):

Students who complete eighteen units will have achieved the equivalent of the standard of Advanced GCE Further Mathematics (Additional) in their additional units. Such students will be eligible for the award of Advanced GCE Further Mathematics (Additional) in addition to the awards of Advanced GCE Mathematics and Advanced GCE Further Mathematics.