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Is the mathematics you learn in school really needed in everyday life?

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As a design student knowing how to add up, subtract and know how to do the radius/circumference/diameter of circles is pretty much all you need and all of that is for Solidworks software (as although its a CAD programme it was actually designed for engineers so you need to input measurements rather than just clicking and dragging to resize things).
I got an A at GCSE maths and i can honestly say i can hardly remember any of it. I think it depends on your field of study/employment which bits of compulsory maths you would use/build on.

Reply 81

I think that most of the maths we learn at high school isn't going to be used in the daily lives of most people who go through maths GCSE but I don't think it necessarily needs to be. I think that the point of school is to equip us with the skills to be able to solve the problems we'll face as adults; paying taxes is an example so I don't think it needs to be taught. In maths these skills are arithmetical, logical and solving problems. The same is true of other subjects like English literature; the point isn't much learning about the book but rather being able to analyse language and structure choice to find more meaning in text - the book is only a means to that end. Because maths deals in ideas instead of a single book, people might be fixated on using that part of maths i.e Trigonometry instead of realising the usefulness of doing it is in the skills of calculation and how to apply known knowledge to find unknown information. This might also be because some parts of maths are clearly important like arithmetic so some people might also wonder about why they should learn other things which don't seem directly useful.

Reply 82

Yes.

Reply 83

Good morning everyone. We are discussing maths taught in schools, how useful it is in everyday life and whether it could be more useful. There is a great discussion going on and I'm learning lots of things.

It does seem like many of you use maths in your daily life especially arithmetic, and geometry. barnetlad uses maths to avoid being ripped of.

Users mqb2766 and Meowstic ask if maths taught at school should be relevant to daily life at all. angelike1 thinks it might be the most
useless subject learned at school. _gcx says all you need in life is basic arithmetic and anything else if preparation for further study.


DiddyDec points out that there are applications available that will carry out many complex tasks especially Excel. Rugbee thinks we should be teaching more logic and asking practical questions and going on field trips. Zoqua would like to see more financial mathematics, and maybe even a financial maths GCSE. NotNotBatman wants to make sure we understand what we mean when we talk about means, modes, medians and averages.

Sinnoh had some great examples showing how maths can help you win (and cheat) at video games.

Veet Voojagig users maths in her DIY and has found it helps her when things do not quite go to plan and she needs to improvise. GreenClub points out that maths teaches rigorous arguments rather than just generalising from a few examples.

What do you think? Is the maths taught at school useful in everyday life? Should it be useful? Please post here or take part in the survey!

Reply 84

Original post
by University of Huddersfield Guest Lecturer
Users mqb2766 and Meowstic ask if maths taught at school should be relevant to daily life at all. angelike1 thinks it might be the most


Not true. I was saying that KS2 teaches much of the "everyday maths". More topics at GCSE focus on putting foundation's in place for higher maths or study in other subjects (algebra, geometry, trig,...). Just about all gcse subjects would not be used in everyday life, there is no reason to expect maths gcse to be any different. Indeed as maths is a language in many technical subjects, it would be negligent not to support this.

Reply 85

A colleague sent me this article on mathematics used in baking https://www.mathscareers.org.uk/article/9-maths-skills-bake-off/

Reply 86

Original post
by University of Huddersfield Guest Lecturer
Beautiful! What function do you use for the conversion?


Deprivation data is already measured in quintiles so the conversion boundaries are already set.

=IF(AY2<=8.37,"A",IF(AY2<=13.92,"B",IF(AY2<=21.43,"C",IF(AY2<=33.88,"D",IF(AY2<=92.6,"E"[s]wink[/s])))))

So it takes this map (which gets its data from here), converts it into local numbers then produces understandable data for individual properties that most people can understand.

Reply 87

Original post
by University of Huddersfield Guest Lecturer
Good to know.

Do you know if they use any other calculations? I sometimes set my students problems which ask them to minimise the length of a fence containing a fixed area (usually with constraints like the area has to be rectangular and there has to be a section of the fence dividing there area in two). Do you know if these or similar calculations are used by architects?

Unfortunately I’m not 100% sure, sorry

Reply 88

Original post
by Rugbee
Definitely think so. I think what would have helped me, would've been practical exercises/field trips involving real life scenarios involving figures eg go home and figure how old each of you will be when grandma is 80, bearing in mind you are now 11 and she is 65 (might be a terrible example but something i used to struggle with at that age). Another example - Go and measure a space in your house for a new chess of drawers and then find one in the shops that will fit that space. Exmaple 3 - Go to your local pool and ask what the about the "depth" is then measure length and breadth ( i could never "see" 3 dimensional on paper it just didn't make any sense), ex: Go to Ikea and look at the dimensions of a wardrobe, what depth do you think you will need for your batallion of shoes? example 4: What is the probability you will be picked for the athletics team, bearing in mind there 30 of you in class, 3 have 2 left feet and you are one of them, but rather than on paper act it out. 😂

I definitely think logic should be a scarlett thread running through majority of subjects so that its not such an alien concept because like it or not, all of us as fully functioning adults use logic in our daily lives so its a bit weird that one struggles with it so much in maths.


I really like the idea of field trips. Great idea.

Reply 89

Original post
by Rugbee
Another topic in school thats i've found keeps coming up in everyday life is "Standard Deviation".

That's interesting. In what context did that come up?

Reply 90

Original post
by 1st superstar
I target English lit more than maths

But isn't it strange how some people sound almost proud when they say they are not very good at maths? That comes up a lot when I tell people I teach maths for a living.

I can't believe that if I said I taught English literature people would tell me they weren't very good at reading.

Reply 91

Original post
by University of Huddersfield Guest Lecturer
But isn't it strange how some people sound almost proud when they say they are not very good at maths? That comes up a lot when I tell people I teach maths for a living.

I can't believe that if I said I taught English literature people would tell me they weren't very good at reading.

true

Reply 92

Original post
by mqb2766
Sure, but most of that is covered in KS2. Pythagoras, for instance, describes circles, lengths of vectors, forms the basis for the cos rule, underpins trig, ... but is not used for everyday maths. Similar for many other topics

If you did a French gcse, you're unlikely to use it every day. Similar for most (all?) Subjects. I'm unsure why gcse maths should underpin everyday maths.

That's a very deep understanding of Pythagoras. I'm very impressed.

Surely I would expect a French GCSE to be of some practical use, at least in a French speaking country, as well as preparing me for future study?

Reply 93

Original post
by Zoqua
That's a good question.

Of course, different exam boards will have slightly different syllabuses for GCSEs. Personally, I wouldn't actually remove anything from the syllabus to make room for it, but possibly add a small section into the actual GCSE, and then have another qualification like GCSE Statistics (talking of stats I think that could also be improved at GCSE), but for financial mathematics? Main problem with that though is that exam might not be well known to teachers or taught very much and so may be not very effective at improving access to that kind of knowledge? I'd certainly add nominal and real calculations and inflation into the GCSE, and I think that would work well alongside the compound and simple interest, and would also be very useful for students in understanding the real world, as I feel that it's slightly ridiculous that I've only actually officially encountered these terms in a specification context when doing A level Economics.

I definitely feel that there can be a much, much stronger element of financial mathematics to A level Maths, especially as you have calculus and exponential & logs (although credit to AQA lots of their logarithmic questions do have some kind of financial application), which would enable you to do a lot of interesting things that you wouldn't be able to look at from a GCSE Maths level perspective.

GCSE Financial Mathematics sounds very interesting. I'd like to have studied that myself.

Reply 94

Original post
by University of Huddersfield Guest Lecturer
But isn't it strange how some people sound almost proud when they say they are not very good at maths? That comes up a lot when I tell people I teach maths for a living.

I can't believe that if I said I taught English literature people would tell me they weren't very good at reading.

Do you think this is a bit of a defence mechanism though? People get left behind in education and this is a way to reconcile that.

I've met lots of people who've quite proudly told me they don't read books :/

Reply 95

Original post
by GreenCub

Even if you aren't working in a technical field, the analytical skills and problem-solving skills gained from studying maths are still really important. In maths if you want to claim a statement is true, you actually have to logically prove it; you can't just throw around a couple of examples and say it's true, so this teaches people how to formulate logical arguments which is also very useful.

That's a great point. I would definitely agree that formulating logical arguments is important. Do you think that is taught well in school mathematics?

I seem to remember that we were just expected to pick up logical arguments rather than taught it formally. But maybe that is the best way to learn. What do you think?

Reply 96

Original post
by Zoqua
I didn't think of adding more stuff about Excel into the specification in my previous post (I was talking about adding more financial mathematics into GCSE and A level Maths), but you've just reminded me that would be another thing that would be great!

Do other people think we should be teaching more excel in schools?

And do schools have the facilities to do that? (You can teach computing with just a blackboard https://www.bbc.co.uk/news/av/world-africa-43487852/viral-teacher-s-inspirational-chalkboard-pc but it looks like hard work.)

Reply 97

Original post
by University of Huddersfield Guest Lecturer
That's a very deep understanding of Pythagoras. I'm very impressed.

Surely I would expect a French GCSE to be of some practical use, at least in a French speaking country, as well as preparing me for future study?


Just as I would expect a maths gcse to be of use for application / further study in a maths related topic.

Most people (rightly or wrongly) would say a French gcse is of little value for everyday use.

Reply 98

Original post
by barnetlad
I find it of use to this day. Not just for getting the maths bit of Countdown. Maths is vital to make sure you are not being ripped off.

Great point.

Reply 99

Original post
by MidnightStorm
I like the way how you explained math it really inspires me to work harder for my math GCSE

Good luck with your study. I hope it goes well!

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