7 ms·
* It's a great predictor for "can this person actually program, well, at all?".* How do you know, have you hired many who had trouble with the Fizzbuzz? Or are
by ktRolster 10y ago
* It's a great predictor for "can this person actually program, well, at all?".*
How do you know, have you hired many who had trouble with the Fizzbuzz? Or are you just guessing? (I don't know either; there's a lot of missing data in interviews)
- Maakuth 10y agoEveryone I know doing recruiting says that FizzBuzz reliably disqualifies surprisingly large fraction of candidates. Even half of them, even after prefiltering by education or relevant experience.
- LionessLover 10y agoThat is a useless statement unless they followed the rejected candidates for a few more years at least. Otherwise it's just a tautology: They suck because my favorite test says so (i.e. because I say so). Sure it weeds out "non-programmers" - any programming task (more than "Hello World") does. But how many people who are good programmers and just suck a) under pressure, b) especially when surprised are falsely out-selected? I once failed to answer what a right join is. I got the (freelancer) job anyway - and of course I knew all along what that is, but when I got that question I had not used any joins in years (doing infrastructure work instead), and under interview pressure I can't think except along narrow lines. I ended up doing most of the complicated SQL queries in the department, with people coming to me because to me that was easy. After failing a very simple interview question on joins.
- titzer 10y ago> That is a useless statement unless they followed the rejected candidates for a few more years at least. Otherwise it's just a tautology: They suck because my favorite test says so (i.e. because I say so). The same comment could apply to any rejection criteria. At my employer, we do have some data, since we do reinterview candidates after years in-between, especially if they are fresh from college. I can't speak for our organization but yes, basic programming hurdles do reliably weed out bad candidates. This is based on my experience of having done more than 150 technical interviews, all of which were balanced against the feedback of the other interviewers. Failing basic programming problems is a good predictor. > But how many people who are good programmers and just suck a) under pressure, b) especially when surprised are falsely out-selected? Any kind of test that is given to candidates has the same risk. But, let's break it down. Do you want to interview candidates for programming positions and _not_ have them program in some form or fashion during an interview? IMO that's nuts.
- st3v3r 10y agoI'm sorry, but I just cannot accept that anyone who has any decent skill at programming would fail fizzbuzz.
- lordnacho 10y agoIt's genuinely surprising what people don't know. "If I roll this d6, what will the average be over time?" I've asked this to loads of supposed graduates, and apart from the odd one who made the "WTF are these monkeys hiring me for" face, a lot of people can't figure it out from first principles. But a lot of people choke on it. Also I've had people choke on very basic general knowledge like "think of a large emerging economy in Asia". Maybe it's nerves, maybe it's thinking too much about a simple problem. With coding, perhaps the surprise comes from the fact that a FizzBuzz test would seem like quite a powerful test. If you can't do it, you know you can't do it. There's no doubt that you're not a programmer if you can't solve FizzBuzz and its ilk. So why do people apply, knowing they will be tested? That's the real question. I guess the answer is you learn where you're at when someone asks you something you can't answer. Sometimes it's not where you thought.
- ktRolster 10y ago"If I roll this d6, what will the average be over time?" I'll be honest, that's a really dumb question for testing programming skill.
- lordnacho 10y agoWe were looking for statisticians. Still not a great question, maybe. But you grab whatever is in your bag.
- a_small_island 10y ago1/6?
- ubernostrum 10y agoThe question is a weird way of asking "do you know the definition of expected value?" Expected value is calculated by taking each possible outcome, multiplying that outcome's value by its probability of occurring, and summing the results. So to calculate for a six-sided die, where each outcome has probability 1/6, you simply multiple each possible outcome by 1/6 and sum those results: (1 * 1/6) + (2 * 1/6) + (3 * 1/6) + (4 * 1/6) + (5 * 1/6) + (6 * 1/6) = 3.5 Of course no actual roll of the die will ever come up 3.5, but as you roll the die more and more times, the average of all results seen so far will begin converging on 3.5 (and given infinite rolls, that's where it would end up).