
Are you a QOTWer? Do you want to start a thread that isn't a direct answer to the current QOTW? Then this place, gentle poster, is your friend.
( , Sun 1 Apr 2001, 1:00)
« Go Back | Popular

what maths did you learn in school that you have never had to use outside of an exam?
( , Thu 28 May 2009, 9:06, 61 replies, latest was 16 years ago)

how far a goat can roam when it is tied to a fence post in the corner of a field.
( , Thu 28 May 2009, 9:12, Reply)

All I remember is that you had to do DIDO (differentiate in, differentaite out). Which, of course, by the addition of one letter meant none of us remembered by reference to the singer.
( , Thu 28 May 2009, 9:12, Reply)

Is the one that springs to mind, but I'm sure there's more.
I've used most the other stuff I learnt in the Real World.
( , Thu 28 May 2009, 9:14, Reply)

so really, short of the basics, pretty much everything I learnt in maths remains unused
( , Thu 28 May 2009, 9:14, Reply)

HATED MATHS WITH A PASSION THAT CANNOT BE EXPLAINED.
( , Thu 28 May 2009, 9:16, Reply)

and regression particularly - whether ARCH, ARIMA, ARMA or the relatively simpler linear and logistic regressions.
( , Thu 28 May 2009, 9:16, Reply)

and most of the time we didn't even use numbers thus making it all useless!!
I did draw a Venn diagram the other day though to show which of my collegues are annoying, have a face like a goose or are likable but still need a face hi five.
( , Thu 28 May 2009, 9:19, Reply)

to get onto the course I'm doing. A lot of it was common sense and working out train timetables, temperatures and so on. But a fuckton of it was stuff that I've never used before and will never use again.
( , Thu 28 May 2009, 9:24, Reply)

I have a friend who's going through the hell that is GCSE maths at the moment and who sent me a text message last week saying "what's the line of best fit"?
Part of me is uber-impressed that statistics is finding its way into the workings of GCSE maths. Another part of me, regrettably, is looking at something as esoteric as the line of best fit and spanging.
( , Thu 28 May 2009, 9:32, Reply)

I failed it in high school, but my university let me in on the strength of my interview, so I didn't need to resit until I started a course that required maths, science and English at GCSE level.
( , Thu 28 May 2009, 9:36, Reply)

There is stuff I teach that I know they will never have to use.
Lots of stuff is useful, like percentages and fractions, but some stuff, like the internal angles of a triangle adding up to 180ยบ, I have never had to use.
*edit* out of interest this is the link to the maths test you have to pass to be a teacher.
www.tda.gov.uk/skillstestsonline/numeracy/launch.html
( , Thu 28 May 2009, 9:33, Reply)

only to level 2 though, but I got level 4 somehow which is between a level and degree level maths.
( , Thu 28 May 2009, 9:38, Reply)

Sorry to be negative MrsL but I just read through this test in a little detail and my goodness - some of those questions aren't maths, they're "Here's a graph, which statement is right?"
Jeez.
( , Thu 28 May 2009, 9:48, Reply)

Most other stuff has come in useful at some point, though 12 years on I feel I've forgotten more than ever learned :-(
( , Thu 28 May 2009, 9:37, Reply)

...but I am yet to find a use for the binary system.
( , Thu 28 May 2009, 9:42, Reply)

and I don't mean the Matrix...
( , Thu 28 May 2009, 9:44, Reply)

0110110001101001011000110110101100100000011011010111100100100000011011000110111101110110011001010010000001110000011101010110110101110000
www.roubaixinteractive.com/PlayGround/Binary_Conversion/Binary_To_Text.asp
( , Thu 28 May 2009, 11:47, Reply)

0100100100100000011101110110100101101100011011000010000001100010011010010111010001100101001000000111100101101111011101010111001000100000011011010111010101101101001000000110100101101110011100110111010001100101011000010110010000101110
( , Thu 28 May 2009, 12:04, Reply)

tie all but two of your fingers together so you can try it out for the day?
If you like it, tomorrow we can chop them off :-)
( , Thu 28 May 2009, 9:45, Reply)

But it was needed to construct the playground we were building, as we had to do everything from scratch, all we had were some poles and nails and a couple of drunk locals to help dig holes for the fence poles.
(not a gap year, paid for this I did (just been reading the spoilt brat thread, don't want to be interpreted as so))
I don't really use my maths anywhere. I tend to avoid it - I usually add and subtract if anything, and that's shit we've been doing for EVER.
I did use simple algebra in a point-and-click game though.
( , Thu 28 May 2009, 9:44, Reply)

I've used pretty much all the maths I learned in school. the maths I learned at uni however not so much.
matrix stiffness analysis is a horrible horrible thing.
gotta love finite difference and finite element though
( , Thu 28 May 2009, 9:45, Reply)

quite a few stereotypical blondes carry out stiffness analysis...
( , Thu 28 May 2009, 9:47, Reply)

I actually have 5x Maths GCSEs :0)
I got 4x Grade D and finally managed to get a C!!!
( , Thu 28 May 2009, 9:45, Reply)

and walked you through the streets of Leicester whipping you as you trod barefoot in bat faeces?
( , Thu 28 May 2009, 9:47, Reply)

The 1st was in 1994 (secondary school), then 4 times at college over 3 years.
Perhaps I was a special exeption?
( , Thu 28 May 2009, 9:50, Reply)

( , Thu 28 May 2009, 9:52, Reply)

That describes most schools doesn't it?
( , Thu 28 May 2009, 9:53, Reply)

affiliated to learn direct. It's on Great portland st.
( , Thu 28 May 2009, 9:54, Reply)

That she bought me CD (well, a tape)and some beer.
Nirvana - Incesticide, the beer was probably Boddies.
HOORAH FOR MY MUM!
( , Thu 28 May 2009, 10:03, Reply)

I celebrated by waiting til the next day and then getting rather wankered on my 30th birthday
( , Thu 28 May 2009, 10:08, Reply)

As a physicist, I use (or at least did before I went towards materials science) quite a lot of maths.
Calculus is really quite useful. Honest, guv.
( , Thu 28 May 2009, 9:50, Reply)

if you use something easier to approximate it
which is what engineering is all about!
( , Thu 28 May 2009, 9:53, Reply)

is the ability to estimate quantities with a decent degree of accuracy. You know intuitively your answer is in the right ballpark or not.
Unfortunately, one of my former students hadn't learned this skill, and had made the biggest error I've ever seen in an exam. His answer was wrong by 26 orders of magnitude! He'd made a mistake in the charge on the electron, and said it was 107C instead of 1.6022 x 10-19C, then used this in his subsequent calculations.
But he didn't notice that his answer was unfeasibly wrong.
To put the error into context, it's roughly the difference between the size of an atom and the size of the observable universe...
( , Thu 28 May 2009, 10:14, Reply)

While we will never really have enough data to fully describe/explain/characterize the real physical world (from a geologists point of view), calculus is a nice way to simplify the heterogeneities and allow an approximation of how things might be or might turn out to be depending on what action we take.
( , Thu 28 May 2009, 12:00, Reply)

I use maths all the time. Admittedly, a lot of mine is calculus and pure maths and I've not used a lot of solid or plane geometry in the last few years (but am doing some research at the moment for shits-n-giggles that needs a little plane geometry).
* I design the types of models that are used to decide whether or not you get a mortgage or a limit increase/decrease/cancellation of your credit card - both regression models and neural networks
** not lion taming, training of neural networks to ensure that they're producing the answer that'd be expected (normally by backpropogation)
*** SAS/S-Plus/R/MATLAB. Tools of champions.
:)
( , Thu 28 May 2009, 10:00, Reply)

have to use pretty much everything I learnt in A-level maths day-to-day designing car transmission control algorithms.
Degree level maths though is a completely different kettle of fish - I'm convinced that some of the stuff has no real-world use whatsoever.
( , Thu 28 May 2009, 10:05, Reply)

computational fluid dynamics when designing and exhaust or intake system for a car, for example, you'd use some pretty complex maths. Admittedly, nowadays it's all built into a computer model, but you still have to have a grasp of the maths to understand what changing each parameter actually does.
As I said above, it depends on which part of the real world you inhabit. A bloke sweeping the street wouldn't have to know a great deal of maths to get by in daily life.
( , Thu 28 May 2009, 10:17, Reply)

Even if the computer does the actual calculations, if you don't understand the math and how to use it, your model can look good but have absolutely no resemblance to reality and be totally useless.
( , Thu 28 May 2009, 12:03, Reply)

Which is a little concerning, given that my PhD is supposed to be based on an application of this technique...
(I agree with the engineers on this thread, though: calculus definitely has its uses, by finite differencing makes life so much easier! If less accurate.)
( , Thu 28 May 2009, 10:16, Reply)

a mathematician, a physicist and an engineer, who were told that they were to stand at one end of a long corridor, with an attractive naked woman at the other end. The deal was that they could approach the woman by travelling towards her a distance of half their current distance from her, and repeating this each time. So if they started 12m away, the first leg would be 6m, then 3m and so on. Once they reached the woman, they could partake of whatever activities they felt like with this (apparently very accommodating) lady.
So the mathematician went first. He did a calculation and worked out a formula, then came to the conclusion that although he would approach the woman asymptotically, he'd never actually reach her. So on that basis, he decided it would be a waste of time to try.
The physicist took the mathematician's result, and decided to prove it by experiment. So off he went, marking points on a graph each time, and after a few iterations had decided that he had an accurate fit of experimental data to theory, and thus came to the same conclusion as the mathematician. He also decided it would be a waste of time.
The engineer's turn came. He did a quick calculation on the back of an envelope, then decided to go for it as he realised that within a few repetitions he'd be close enough for all practical purposes.
It's a pity I'm a physicist... :-(
( , Thu 28 May 2009, 10:54, Reply)
« Go Back | Reply To This »