ECZACILIK (İNGİLİZCE) - Programı Bilgileri   
Dili İngilizce
Süresi (Yıl) 5
Azami Süresi (Yıl) 8
Kontenjanı 30
Staj Durumu Var
ÖSYM Tipi SAY
Program İçeriği
Bölüm Başkanı
Prof.Dr. İlkay ERDOĞAN ORHAN
Tarihçe
Lokman Hekim University is a foundation university established in Ankara in 2017 by Sevgi Foundation to be subject to the provisions of the Higher Education Law No. 2547 on foundation higher education institutions. The Faculty of Pharmacy, which was established within the university, became the first foundation Faculty of Pharmacy in Ankara. Professor Dr. Bülent Gümüşel has been appointed as dean. The faculty was established according to the decision dated 20.12.2017 and numbered 30276 in the official newspaper. In 2018, it started training in full compliance with the Pharmacy Undergraduate Core Training Program with the quota of 60 students.
Kazanılan Derece
Students who graduate from the Department of Pharmacy are awarded with a bachelor's degree.
Kabul Koşulları
The number of students to be admitted to undergraduate and associate degree programs is decided by the Senate and confirmed by YÖK after the approval of the Board of Trustees. After the results of the central exam conducted by the Student Selection and Placement Center (ÖSYM), students are accepted as a result of the ranking starting from the highest score. The procedures related to the admission and registration other than the students admitted to the university by OSYM are made according to the procedures and principles determined by the Senate and YÖK. Candidates who are entitled to register at Lokman Hekim University shall register to the university with the power of attorney issued by the Higher Education Council, ÖSYM and Rector's Office, in person or by a notary public.
Üst Kademeye Geçiş
Associated with necessary legislation
Mezuniyet Koşulları
Graduation requirements for completing the required credit amounts for the program in which it is registered, fulfilling the other graduation requirements according to the provisions of the Regulation and providing at least 2,00 GPA. Students who have fulfilled the requirements for graduation until the end of their education but who fail three courses (maximum) can take three courses exam. Students who are successful in all the courses but have a general academic average of less than 2.00 can take the three courses exams to graduate. Students who want to take advantage of these exams use their rights by applying to their academic units. Three-course exams are held on the dates specified in the academic calendar. A double major undergraduate diploma is awarded to students who have earned the right to graduate from the undergraduate program as well as the graduation requirements in the double major program. According to ECTS; The content of five-year education programs is 300 ECTS. The Senate decides on how to calculate the ECTS credit for a course.
Mezun İstihdam Olanakları
Graduates of this program can work in hospital and pharmacy, different departments of pharmaceutical and cosmetic industry, industrial research and development centers, as academicians in universitiesa.
Ölçme ve Değerlendirme
Students are accepted by the Assessment Selection and Placement Center, in their undergraduate and graduate programs. According to the results of the student selection exam or the evaluation of the special talent exam by the university, students will be accepted according to the results of some special programs determined by the Council of Higher Education. Foreign students are accepted according to the results of the foreign student examination. Also international student exchange program students and other ways such as vertical transfer are accepted within the framework of university regulations. For detailed information, please refer to the following link:
http://www.lokmanhekim.edu.tr/public/files/pdflist/112/LH%C3%9C%20%C3%96n%20Lisans,%20Lisans%20E%C4%9Fitim%20%C3%96%C4%9Fretim%20ve%20S%C4%B1nav%20Y%C3%B6netmeli%C4%9Fi%2020181101.pdf



https://obs.lokmanhekim.edu.tr/oibs/bologna/progAbout.aspx?curSunit=6068&lang=tr