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)
Koreya Respublikasının İNHA Universiteti ilə Bakı Mühəndislik Universitetinin (BMU)
mühəndislik ixtisasları istiqaməti üzrə bakalavriat səviyyəsində
beynəlxalq ikili diplom proqramı (BMU-İNHA İDP):
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2023/2024-cü tədris ili üçün proqrama sənəd qəbulu 5 iyun - 9 avqust 2023-cü tarixləri arası həyata keçiriləcək;
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Proqram haqqında ətraflı məlumatla buradan tanış ola bilərsiniz;
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Proqram 4 ixtisas üzrə bakalavr səviyyəsində aparılır: “İnformasiya texnologiyaları”, “İnşaat mühəndisliyi”, “Elektrik mühəndisliyi” və “Elektronika mühəndisliyi”;
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2023/2024-cü tədris ili üçün 4 ixtisas üzrə qəbul planı ümumilikdə 123 nəfərdir;
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Proqramın müddəti 4 ildir: 3 ili Azərbaycanda, son 1 ili Koreya Respublikasında keçiriləcəkdir;
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Proqram çərçivəsində tələbələrin Koreya Respublikasında 3 həftəlik yay məktəbində iştirak da nəzərdə tutulmuşdur (1-ci kursun sonunda);
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Tədris dili BMU-da İngilis dili, İNHA Universitetində isə Koreya dilidir;
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Tələbələrə BMU-da 3 illik təhsil müddəti ərzində müvafiq dil bacarıqlarını formalaşdırmaq üçün Koreya dili dərsləri tədris olunacaq və onlar müvafiq olaraq “TOPİK” sertifikatı əldə etmək üçün imtahanlarda iştirak edəcəklər;
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Təhsil müddətinin sonunda tələbələrə təhsil aldıqları ixtisas üzrə həm BMU, həm də İNHA Universiteti tərəfindən bakalavr diplomları təqdim ediləcək;
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Tələbələrin seçimi ilkin olaraq Azərbaycan Respublikasının Dövlət İmtahan Mərkəzi (DİM) tərəfindən ali təhsil müəssisələrinə keçirilən qəbul imtahanlarının (bakalavr) nəticələri əsasında aparılacaqdır. Növbəti mərhələdə keçid balını toplamış abituriyentlər İNHA Universiteti tərəfindən təşkil edilmiş daxili imtahanda iştirak etməlidir;
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Proqramın məzunları beynəlxalq təcrübə ilə yanaşı, qeyd olunan mühəndislik sahələrində müasir bilik və bacarıqlara da yiyələnəcəklər.