Ho presentato la mia candidatura tramite l'università. La procedura ha richiesto 2 settimane. Ho sostenuto un colloquio presso Hughes Network Systems (Germantown, MD) nel mese di ott 2017
Colloquio
They came to my campus and then scheduled an on campus inteview . It was simply to know about the candidate. Next I was called for the Hughes college recruitment day in their office in Germantown. The on sight consisted of 4 rounds. One was simply hr, the other was on oops. Rest of the two were on resume. I'd say mostly it was on resume. Only the basic concepts were required else.
Domande di colloquio [1]
Domanda 1
Java concepts like Singleton classes, polymorphism, override
Ho sostenuto un colloquio presso Hughes Network Systems
Colloquio
Recruitment fair -> interview the day after -> final interview day a month or so afterwards. The first interview was pretty chill. The final day was more intense with like 4/5 interviews back to back.
Domande di colloquio [1]
Domanda 1
What are the principles of object oriented programming?
Ho presentato la mia candidatura tramite l'università. La procedura ha richiesto 4 settimane. Ho sostenuto un colloquio presso Hughes Network Systems (Germantown, MD) nel mese di set 2024
Colloquio
Interview Loop of 5 rounds 3-4 were technical. First interviewer was quite rude and disrespected me a little when I did not know the answer to a question, i told him that i am being taught that class currently in university and semester has just started but he was yet disappointed.
Domande di colloquio [1]
Domanda 1
They asked about low-level coding concepts such as p-threads as well as about networking and stuff
Ho presentato la mia candidatura online. La procedura ha richiesto 2 giorni. Ho sostenuto un colloquio presso Hughes Network Systems
Colloquio
They asked basic Computer Science questions that you would have learned in college, optimization puzzles that test your creativity, and behavioral. There was a total of 4 interviews during my invite orientation.
Domande di colloquio [1]
Domanda 1
If you have nine objects and a scale, eight of the objects are equal in weight, how many times using the scale would it take for you to find the object that does not weigh the same?
