Candidatei-me online. Fui entrevistado pela Clearwater Analytics (CWAN) (Boise, ID) em ago. de 2017
Entrevista
Phone - test interview. Asked test questions using codeinghire.com. Interviewer was very pleasant and asked relevant follow up questions. It was pretty short, I was expecting a bit of behavioral interview questions to be thrown in, but only test questions.
Candidatei-me por indicação de um funcionário. Fiz uma entrevista na empresa Clearwater Analytics (CWAN).
Entrevista
It was a 4 round process. A hacker rank test followed by 2 rounds of technical interview and then final HR interview. The overall interview process was smooth and was done online.
Candidatei-me por meio de uma faculdade ou universidade. Fui entrevistado pela Clearwater Analytics (CWAN) (Boise, ID) em mar. de 2017
Entrevista
I had a two-hour phone interview where I did some math, SQL, and finance problems via CodingHire. Two weeks later, I was then moved on to a Cisco WebEx interview with two one-hour panels where I solved logic puzzles and used advanced Excel techniques (vlookup) on spreadsheets. The final interview structure was the same as the previous, and I was asked to test and determine the potential bugs and other considerations with a program about grading, followed by more SQL querying and some coding in Blockly.
Perguntas de entrevista [6]
Pergunta 1
You have 8 balls and a scale, and one of the balls are heavier than the rest, how do you go about finding which one is heavier?
You are going to give your friend a loan such that over the course of a year, the interest and principal returned will add up to $1000. How much should you give him today in order to achieve this? Over two years? Three?
You have two bowls and 100 M&Ms, half are green and half are red. Somebody will enter the room and draw an M&M from one of the bowls while blindfolded. How can you distribute the M&Ms between the two bowls to minimize the chance that the person will draw a green M&M?
Let's say you have two eggs, and you want to test from which story the eggs can fall from a 100-story building without cracking. Create a system which minimizes the number of attempts while ensuring that both eggs are not cracked before a conclusion can be drawn.
