Wannabe an engineer? Test yourself here
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If you want to be a Real Engineer (rather than get an Engineering Degree) you don't go to Cambridge UniversityROAD < Scott Foil HMX Di2, Volagi Liscio Di2, Jamis Renegade Elite Di2, Cube Reaction Race > ROUGH0
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meanredspider wrote:...Real Engineer...
Edit: Or the sort of engineer that fixes your washing machine?Pannier, 120rpm.0 -
TGOTB wrote:meanredspider wrote:...Real Engineer...
Edit: Or the sort of engineer that fixes your washing machine?
LMAO, No - the sort of real engineer that does real engineering: like chartered engineers.
I've forgotten the proportion of Cambridge Engineering graduates that actually go into engineering but I believe it's one of the smallest for any engineering course in the UK.ROAD < Scott Foil HMX Di2, Volagi Liscio Di2, Jamis Renegade Elite Di2, Cube Reaction Race > ROUGH0 -
30%. Shouldn't do a test like this 15 years and a hard training ride after getting my MEng. I'm off to laugh at (more) stupid people on YouTube instead...FCN3: Titanium Qoroz.0
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am an Engineer so cant be arsed doing some stupid quiz."Do not follow where the path may lead, Go instead where there is no path, and Leave a Trail."
Parktools :?:SheldonBrown0 -
Sketchley wrote:"An unbiased cubic die has numbers 1 to 6 inscribed on each side. On average, how many rolls will you need in order to get a 6? "
If "on each side" it has "numbers 1 to 6 inscribed" that means there is a 6 on each side and also a 1, 2 ,3 ,4 & 5. Therefore you would get a six on every throw. So the answer is one.
+1, so I got this one "wrong" (along with 4 others...)0 -
on the dice one, I tried the following approach:
Prob (not getting a 6 in 1st throw) = (5/6)^1 = 0.8333
Prob (not getting a 6 in 1st 2 throws) = (5/6)^2 = 0.6944
Prob (not getting a 6 in 1st 3 throws) = (5/6)^3 = 0.5786
Prob (not getting a 6 in 1st 4 throws) = (5/6)^4 = 0.4822
so by the 4th throw the prob of not having got a six is less than half, so in most cases (1-0.4822=0.517 , or approx 52%) you should have got a 6 by the 4th throw.
Another approach is that as the dice roll is a bernoulli trial (2 possible outcomes, get a 6 or not get a six, with p, prob success = 1/6) then the geometric distribution is used to model the number of trials until the first success, here the formula for the mean of the distirbution = 1/p, so here = 6 but the median of the distribution = -1/log2(1-p), where log2=log base 2, this gives median value to be 3.801. Note also if you add up the probabilities of k=1, k=2, k=3 etc where k=first success at the kth throw then sum of k=1 to 3 = 0.421296 and sum k=1 to 4 = 0.5177, which agrees with the above, this is basically the cumulative distribution function)
In the link http://www.madandmoonly.com/doctormatt/ ... /dice1.pdf it gives the answer as 6 for the question "On average, how many times must a 6-sided die be rolled until a 6 turns up?"0 -
I wonder how some people would cope with a complex question.
This thread would run to pages just for one proof.None of the above should be taken seriously, and certainly not personally.0 -
90%. Got the Lemonade one wrong. Rushing.0
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kieranb wrote:In the link http://www.madandmoonly.com/doctormatt/ ... /dice1.pdf it gives the answer as 6 for the question "On average, how many times must a 6-sided die be rolled until a 6 turns up?"
That's a cruel link. Saved to iBooks and some insomnia reading sorted.Raleigh RX 2.0
Diamondback Outlook
Planet X Pro Carbon0 -
how was the weight of oxygen in the room estimated? I just ranomly picked an answer.0
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so why ignore the furniture etc as surely these would reduce the volume of air, especially if those books were really big books? I realise that there wasn't enough info on the contents to use to get an accurate estimate of the volume of air.0
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kieranb wrote:so why ignore the furniture etc as surely these would reduce the volume of air, especially if those books were really big books? I realise that there wasn't enough info on the contents to use to get an accurate estimate of the volume of air.
I think it's a guestimating/sense checking test - the room is fairly large, and a way to approach it is to round down the volume (3.5x3.5x7) from 85 to 70cubic metres to take account of the additional material in the room
For the weight of the air I remembered that a cubic metre of water weighs 1 tonne, and that water is about 800 times denser than air (boring swimming factoid). 70000kgs/800 gets you to a bit less than 100kg. So then you ask yourself "did my guestimating lead to a low or high result? Knocking off 15cubic metres was probably a bit generous (imagine a box 5x3x1m - that a lot of stuff), so round up to get something close enough to plump for an answer.0 -
kieranb wrote:so why ignore the furniture etc as surely these would reduce the volume of air, especially if those books were really big books? I realise that there wasn't enough info on the contents to use to get an accurate estimate of the volume of air.
Look at a typical room and it's pretty obvious that the stuff in it no where near fills all the space, ignoring it for this estimate will be valid-giving the number of metres of A4 files is a red herring to see who wastes their time on it. If you don't believe me hear's the calcs:
Assuming A4 is 0.2m by 0.3m (overestimate) the files come to 0.42 m3, assuming 200 A4 books 3cm thick that's 0.36 m3, a large 2 drawer filing cabinet will be 1m x 1m x 0.5m (0.5 m3). The Desk and computer are smaller than any of these by far (assume total weight of 100kg, density roughly that of water (wood will be less, metal more so ok -volume 0.1 m3).
Compare this total of 1.38 m3 to the volume of air in the room - 85 m3. It's small in comparison, the temperature in the room would have more effect on the total weight of air than taking all the stuff out.0 -
kieranb wrote:so why ignore the furniture etc as surely these would reduce the volume of air, especially if those books were really big books? I realise that there wasn't enough info on the contents to use to get an accurate estimate of the volume of air.
Furniture and books are a red herring and you are not given much information about them. Besides that, the filing cabinet still contains air, as do the files, and the desk is just a few panels, you can't assume they are solid masses.
They are asking for an 'estimate', as its multiple choice you run a quick calc and choose the closest, in this case 100kg. The next lowest answer is 50kg and a quick sanity check tells you that the furniture, books etc are unlikely to take up half of the available volume.0 -
Sketchley wrote:daviesee wrote:I wonder how some people would cope with a complex question.
This thread would run to pages just for one proof.
Like the Monty hall problem? Although to be fair that is quite simple, just not intuitive.
Were you around when we did that? TWH was particularly perplexed by that, IIRC.0 -
Greg66 Tri v2.0 wrote:Sketchley wrote:daviesee wrote:I wonder how some people would cope with a complex question.
This thread would run to pages just for one proof.
Like the Monty hall problem? Although to be fair that is quite simple, just not intuitive.
Were you around when we did that? TWH was particularly perplexed by that, IIRC.
Yep, IIRC, I think I started it.....
Edit: viewtopic.php?f=40012&t=12776233&start=120--
Chris
Genesis Equilibrium - FCN 3/4/50 -
Sketchley wrote:Greg66 Tri v2.0 wrote:Sketchley wrote:daviesee wrote:I wonder how some people would cope with a complex question.
This thread would run to pages just for one proof.
Like the Monty hall problem? Although to be fair that is quite simple, just not intuitive.
Were you around when we did that? TWH was particularly perplexed by that, IIRC.
Yep, IIRC, I think I started it.....
Edit: viewtopic.php?f=40012&t=12776233&start=120
Well, that was nice to reminisce.
Here's my favourite maths problem.
Take two dominoes, and lay one on top of the other so that it overlaps. You can overlap by anything up to half the length of the domino before it tips over. Now try the same with three dominoes. How far past the edge of the bottom domino can you get them to overhang? If you had as many dominoes as you want, could you get past half the length of a domino?1985 Mercian King of Mercia - work in progress (Hah! Who am I kidding?)
Pinnacle Monzonite
Part of the anti-growth coalition0 -
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Greg66 Tri v2.0 wrote:TGOTB wrote:90%, stupidly overthought the die one and got it wrong.
Enjoyed the horizon one; didn't realise that calculation was relatively straightforward until I tried it...
I must admit to still not getting the dice question (which in fact means I think the answer given is wrong, obviously).
I've had similar job interviews and had to seek clarification because it changes the answer. The difference between a job interview and a university interview is that the latter gives you credit for spotting potential flaws in the question, but if you do so in the former you don't get the job because its just an ars3 kissing contest.
I got 6/10 without a calculator, listening to the football weekly podcast whilst drinking coffee. I imagine that when you have three cobweb covered academics with wild eyebrows staring at you, its harder.0 -
daviesee wrote:The dice was the easy one.
The balloon baffled everyone here. Google has the answer though.0 -
First Aspect wrote:daviesee wrote:The dice was the easy one.
The balloon baffled everyone here. Google has the answer though.
The opposite answer is to go backwards.
The opposite answer is wrong.None of the above should be taken seriously, and certainly not personally.0 -
I missed the Monty Hall problem as I wasn't on here then, just had a quick scan of it. Coincidentally this appeared on my Spacetube thingy just now:
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isn't the balloon one all about inertia, the balloon doesn't move, as initially no force is working on it to change it, but as the truck is moving forward then in relation to the truck the balloon goes backwards.0
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Greg66 Tri v2.0 wrote:Sketchley wrote:daviesee wrote:I wonder how some people would cope with a complex question.
This thread would run to pages just for one proof.
Like the Monty hall problem? Although to be fair that is quite simple, just not intuitive.
Were you around when we did that? TWH was particularly perplexed by that, IIRC.
This
was a pretty clear explanation of the Monty Hall problem. It's from The Curious Incident of the Dog in the Night-timeSometimes parts break. Sometimes you crash. Sometimes it’s your fault.0 -
kieranb wrote:isn't the balloon one all about inertia, the balloon doesn't move, as initially no force is working on it to change it, but as the truck is moving forward then in relation to the truck the balloon goes backwards.
It is to do with air mass v helium mass and the balloon moves forward in relation to the truck.
Google the question. It has been asked, answered and explained many times.
Just for people like us.None of the above should be taken seriously, and certainly not personally.0 -
ah, but not totally wrong as inertia and mass are basically the same, it's just I didn't take the air into account!0
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kieranb wrote:ah, but not totally wrong as inertia and mass are basically the same, it's just I didn't take the air into account!None of the above should be taken seriously, and certainly not personally.0