Britannia Languages Academy offers Mathematics courses for secondary education, undergraduates, graduates and students, offering an excellent opportunity to prepare and improve your scientific knowledge in maths for the High School Leaving Certificate exam or in Advanced Maths for study purposes at University, etc.
This course is offered to high school graduates and is designed to fit the needs and goals of each student.
The course includes preparation for all areas of mathematics required according to the model format and curriculum of the Ministry of Education in the high school matriculation exam, including algebra, geometry and analysis. We also prepare structured lessons and numerous exercises to expand understanding and to improve skills in solving the exercises. There will also be a focus on appropriate strategies and techniques to prepare the student for the exam questions and to optimize the time during the test.
Students will have the opportunity to expand their knowledge and understand concepts in mathematics through the latest materials and methods. The benefits of the students will be numerous, where among all the students will gain confidence and self-confidence in facing the matriculation exam or tests in university scientific subjects.
Courses are offered individually or in very small mini-groups; depending on the needs and schedules of the students by agreement between the parties. Our professors are qualified and certified in teaching science subjects.
During the course, we will pay attention to exams and periodic evaluation to monitor the development and success of students, also our professors aim at effective preparation of students for high academic exams or scientific competitions. We as a staff have thought that the teacher-student conversation, or even the students with each other, will give good results to the students in acquiring the subject.
Another element that Britannia Academy offers is highly interactive online learning. So, the lesson is recorded so that students can return to it for possible ambiguities even later.




