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)
SINAVLA STAJYER VE MÜHENDİSLER ALINACAKTIR
- Sınavla ücretli stajyer öğrenci alınacaktır.
- Sınava Elektrik Elektronik Mühendisliği öğrencileri veya mezunları katılabilir.
- Yüksek Gerilim Tekniği dersi almak tercih sebebi olacaktır.
- Sınav, 23 Nisan 2021 Cuma, saat 14.30-15.40 saatleri arasında, Hilkar-2 eğitim salonunda yapılacaktır.
- Staj süresi 20 işgünüdür. ( Hafta beş gün hesabıyla 4 hafta )
- Ön kayıt için 19 Nisan 2021 saat 15.00 e kadar, ( KONU: “SINAVA KATILACAĞIM” ) rumuzu ile hilkar@hilkar.com adresine e-mail ile müracaat yeterlidir. Telefonla müracaatlar kabul edilmeyecektir.
- Sınavlar, temel mesleki (Devreler Teorisi, Elektrik Alanlar Teorisi, Manyetik Alanlar, Teknik Resim) konularından yazılı olarak yapılacaktır. 7 sorudan birisi İngilizce dilinde olacaktır.
- Sınavda bilimsel hesap makinası, kitap, internet kullanımı serbest olup, fotoğraf çekimi yapılamaz. Kurşun kalem ve silgi, Hilkar tarafından dağıtılacaktır.
- En uygun toplu taşıma aracı otobüslerdir. Firmamız, otobüs terminaline 2 km, Arifiye Tren İstasyonuna 3 km uzaklıktadır. Ulaşım: http://www.hilkar.com/tr/iletisim.html
- 20 işgünü staj için 3000 TL net ödeme yapılacaktır. Şehir içi servis aracı ve öğle yemeği mevcuttur.
Not: İsterseniz, hilkar@hilkar.com’dan, bu ilanın WORD şeklini talep edebilirsiniz.
HİLKAR ELEKTRİK
1. O.S.B. 1. Yol No: 16 ARİFİYE / SAKARYA