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Is Algebra Necessary? - Page 40

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Soyemia
Profile Joined May 2012
Finland12 Posts
July 30 2012 05:31 GMT
#781
I think the funny part here is that in Finland people are also very worried about our math standards and they're actually rising be bar again, e.g. in University admissions maths are getting a bigger part aswell as in the ground school. Also the fact that Germany has many types of secondary school is not the key, in Finland everyone, I mean everyone, goes to the same type of school for 9 year, from 7 to 15 years of age.

I think the problem is the same here as with general knowlege, we used to call people who didn't know history or weren't interested in politics stupid and ignorant. Now we accept that not eveyrone needs to be interested in certain areas. Same goes with maths. We shouldn't accept that and just keep calling those people stupid.
Neo7
Profile Blog Joined November 2007
United States922 Posts
July 30 2012 05:32 GMT
#782
I find math to be extremely important to a Computer Scientist. It helps to reinforce fundamentals of structured programming in how to properly solve a problem (as opposed to spaghetti and ravioli code) and the higher levels will reinforce of picking and demonstrating the best algorithm to solve a problem with multi-step / complex problems reinforcing OOP by making a student break down the problem into smaller easier steps.
It takes an idiot to do cool things.
]343[
Profile Blog Joined May 2008
United States10328 Posts
Last Edited: 2012-07-30 05:41:06
July 30 2012 05:37 GMT
#783
On July 30 2012 14:06 sluggaslamoo wrote:
Show nested quote +
On July 30 2012 13:51 ]343[ wrote:
On July 30 2012 13:41 sluggaslamoo wrote:
Logic is not maths. I'm terrible at maths and I understand programming a lot better than most people. While lambda calculus falls under maths, it is nothing like "maths", its pure logic. You do not need to be good at maths to be able to understand lambda calculus, and what becomes of it currying with functional programming. Same goes for algorithmic programming, and learning data structures, sorting algorithms, etc.

I've seen heaps of programmers who were pretty bad at highschool mathematics who became geniuses when they started learning sorting algorithms and lambda calculus.


Hmm, seems like you have an extremely narrow definition of math? Discrete math is still math. Yes, it isn't really taught in high schools, but that doesn't change the fact that all algorithms require both verification of correctness and time/space complexity analysis... which are both math.

Also,
Wikipedia wrote:
Lambda calculus (also written as λ-calculus or called "the lambda calculus") is a formal system in mathematical logic for expressing computation by way of variable binding and substitution.


There's a good reason schools like MIT cross-list algorithms and logic in the math department.


I agree, know they fall under the same umbrella, but you are missing the point of my argument.


Hmm, well then, what's your argument?

On July 30 2012 12:15 sluggaslamoo wrote:
The algebra needed for comp sci can be learned in just a week,

This is false; you need to know about things like exponential functions and polynomials and logarithms and their relative growth rates.
and you won't see it as "algebra" you will see as something far more interesting as that.

Algebra is a tool, much like arithmetic, which is necessary for understanding computer science. You don't study high-school algebra just to "do algebra" later. Indeed,
With comp sci you are also not really learning maths, you are learning about logic and patterns.

Algebra is among the first steps in gaining the mathematical (or more generally, intellectual) maturity to think abstractly---and abstract thought is essential in any sort of technical subject. There's "logic" and "patterns" to be learned in algebra as well.
The rest like lambda calculus and big O notation is stuff that you will never learn in school anyway. That's the problem.

Yes, most high schools don't teach it (which suggests that high schools ought to offer more math classes, though that's sort of unrelated to whether algebra should be mandatory or not.) But to learn lambda calculus or big-O notation requires algebraic abstraction.
Once you see the relevance the basic stuff that took you years to learn in school will take just a few days to learn. That's why there is no point.

Very true for anyone in a technical field, though perhaps not so much for those who are not so inclined. American schools spend far too much time on rote memorization of arithmetic and the like, while Eastern European/Asian schools introduce interesting problems (i.e. not just regurgitating formulae) early on.

On your friends who were "bad at math" yet brilliant programmers/computer scientists: high school geometry (a sad excuse for the word "geometry"), trigonometry (more memorization), and calculus (yet more memorization, though often at this level there may be glimpses of actual mathematics) are, indeed, not so relevant to discrete math and problem solving. But the solution here isn't to get rid of them or make them electives; it's to improve the teaching of these subjects so that it does actually teach problem solving.
Writer
Prplppleatr
Profile Joined May 2011
United States1518 Posts
July 30 2012 05:39 GMT
#784
On July 30 2012 14:31 Soyemia wrote:
I think the funny part here is that in Finland people are also very worried about our math standards and they're actually rising be bar again, e.g. in University admissions maths are getting a bigger part aswell as in the ground school. Also the fact that Germany has many types of secondary school is not the key, in Finland everyone, I mean everyone, goes to the same type of school for 9 year, from 7 to 15 years of age.

I think the problem is the same here as with general knowlege, we used to call people who didn't know history or weren't interested in politics stupid and ignorant. Now we accept that not eveyrone needs to be interested in certain areas. Same goes with maths. We shouldn't accept that and just keep calling those people stupid.


I was just using Germany as an example for what you stated...ie. not everyone needs to have as much general knowledge as is required and some people simply aren't interested in certain things. However, everyone should have a certain amount of general knowledge (just maybe not as much, ie in school until 18 for it) and I believe algebra is something everyone should know...it is extremely useful in life, especially finances.
🥇 Prediction Contest - Mess with the best, die like the rest.
GT350
Profile Joined May 2012
United States270 Posts
July 30 2012 05:40 GMT
#785
On July 29 2012 23:56 Vega62a wrote:
I understand the basic problem - looking for ways to make education more accessible - but removing a subject because people don't like it or don't do well at it is the wrong way to go about it.

People don't HAVE to be bad at math. Not everybody is going to ace their college calc courses, but basic algebra doesn't really require mental pushups. We are bad at math because we don't care about it, and because we spend most of our lives talking about why we don't care about it.

Think about it. How many times have you asked yourself, or been asked, where you're going to use a math course in the future? We lack a fundamental appreciation for the basic goal of basic math courses: To make ourselves comfortable with numbers, and to gain an appreciation, at a really personal level, for how much they impact our lives.

Maybe you'll never need to use precisely what you learn in high school algebra. But then, you'll probably never need to know why the war of 1812 was fought, either. You can get by without both. But ask anyone why they're learning history, and you've got a decent chance of hearing, "because those who don't remember the past are destined to repeat it." I've heard no such similar slogan for mathematics, and that's not math's fault. It's ours.

Those who don't understand numbers in a world that's run by them are destined to flounder.

Imagine if all those people getting tricked into subprime loans had been mathematically literate enough to whip out a pencil and paper when they were presented with the terms of the loan, and figure out that they probably couldn't afford it. Wouldn't have helped everyone (some of them were just too desperate) but I assert that it would have been a good start.

That's why we have experts and statisticians. I never understood the need for math with all the advanced computers around.
Lightwip
Profile Blog Joined April 2010
United States5497 Posts
July 30 2012 05:52 GMT
#786
On July 30 2012 14:40 GT350 wrote:
Show nested quote +
On July 29 2012 23:56 Vega62a wrote:
I understand the basic problem - looking for ways to make education more accessible - but removing a subject because people don't like it or don't do well at it is the wrong way to go about it.

People don't HAVE to be bad at math. Not everybody is going to ace their college calc courses, but basic algebra doesn't really require mental pushups. We are bad at math because we don't care about it, and because we spend most of our lives talking about why we don't care about it.

Think about it. How many times have you asked yourself, or been asked, where you're going to use a math course in the future? We lack a fundamental appreciation for the basic goal of basic math courses: To make ourselves comfortable with numbers, and to gain an appreciation, at a really personal level, for how much they impact our lives.

Maybe you'll never need to use precisely what you learn in high school algebra. But then, you'll probably never need to know why the war of 1812 was fought, either. You can get by without both. But ask anyone why they're learning history, and you've got a decent chance of hearing, "because those who don't remember the past are destined to repeat it." I've heard no such similar slogan for mathematics, and that's not math's fault. It's ours.

Those who don't understand numbers in a world that's run by them are destined to flounder.

Imagine if all those people getting tricked into subprime loans had been mathematically literate enough to whip out a pencil and paper when they were presented with the terms of the loan, and figure out that they probably couldn't afford it. Wouldn't have helped everyone (some of them were just too desperate) but I assert that it would have been a good start.

That's why we have experts and statisticians. I never understood the need for math with all the advanced computers around.

Computers don't solve your problem for you. They just do the calculations to save you time and possibility for error.
If you don't understand how it works, you get nowhere. There's a saying involving computers: garbage in, garbage out. If you know nothing, computers are worthless.
If you are not Bisu, chances are I hate you.
ZackAttack
Profile Joined June 2011
United States884 Posts
July 30 2012 05:52 GMT
#787
Algebra is not that hard. Anyone that puts any kind of effort in can get an A in high school math. Stopping teaching it to everyone because we are falling behind the rest of the world in math scores would just be giving up on real intelligence. Algebra is something that everyone should know. As much as kids that are too cool for it like to pretend that they are never going to use it, everyone that knows it uses it every day. Maybe I over appreciate it as a physics major, but anyone failing algebra isn't trying.
It's better aerodynamics for space. - Artosis
dreamsmasher
Profile Joined November 2010
816 Posts
July 30 2012 05:52 GMT
#788
hmm yes i believe it is possible to teach people to think scientifically and logically without them necessarily being able to understand algebra.

is algebra really this difficult? i did not like algebra when i was a child not because i didnt understand the concepts but because it was taught in a very meaningless manner. it wasn't until liake the later half of pre calc that i started thinking math was interesting (talking about limits and what not) and I was more inclined to learn and memorize what was needed to be successful. hmm there are a lot of really interesting philosphical ideas within math and applications that are never introduced in school (and i went to some pretty good high schools).

although i don't really enjoy doing proofs or what not, i can appreciate the beauty behind mathematics, but most of that was self realized, for the greater part of my mathemaical educaiton, school just makes it more boring.
r.Evo
Profile Joined August 2006
Germany14080 Posts
Last Edited: 2012-07-30 05:57:47
July 30 2012 05:54 GMT
#789
On July 30 2012 14:14 Prplppleatr wrote:
Show nested quote +
On July 30 2012 13:56 sluggaslamoo wrote:
On July 30 2012 13:01 r.Evo wrote:
On July 30 2012 12:53 Melvin0000 wrote:
The problem, from my highschool in a small town in Illinois, wasn't the course material that was the reason for people failing, but the teaching. The teachers, for the most part, would just write notes on the board straight out of the book and then assign homework and that would be every class of the week. This wasn't just for algebra, but even the high school calculus classes I took. I barely passed all the math classes that I took, not because I didn't know the material, but because I didn't do any of the hours of homework they would assign every night. I feel that the school system and the teachers are the problem for the students being uninspired to try hard in school and the reason that they don't pass the classes.


As I said earlier.. unless someone wants to argue that students in the USA are lazier/dumber than students in e.g. Finland or even Germany... one usually ends up with some kind of "Hey... maybe... just maybe our educational system is weaker in general!"


Culture is the problem. The US doesn't wanna pay higher taxes for education like they do in Europe. The bottom line is higher education tax = better education.

You can have all these policies like grading teachers, but all that does is increase the discrepancy in grading students, which means students that would have gotten a C may end up getting an A instead. That's the problem we have in private schools, if you want a student to go to a good university send him to a private school. The private schools just artificially inflate the scores so they look good when people see all their students going to good universities (although they do have better teaching regardless). Sure the more you pay, a lot of the extra money may still go to bad teachers, but the extra money inventivenesses industry experts and professors to start teaching instead. That's why the best teachers here are all at private schools because they get paid so much more.

The nature of this is that the process for replacement of good teachers may take 10 years for the investment to have an effect, by that time government has changed and the new government ends up looking good instead, but that's the bottom line, there really is no way around it.



I think the word you were looking for is incentivize. Also, I agree that the USA has a poor educational system. Germany students, for example, go into one of five different types of secondary school much earlier on (10-12ish, i think). Where as, in USA, we all go to the same secondary school (middle & high school) until we are apprx 18.

PS. This is a terrible opinion article that grossly misinterprets Georgetown's research to better serve the authors agenda (refer to page 33). But that is American media for you, as well. And you guys are getting way off-topic, this is about ALGEBRA.


Uh. Since someone already quoted the finnish system I might as well try and explain the German one real quick:

1st - 4th grade (6-10) = elementary school. We don't really have some kind of pre-school. Right there (which is probably the most discussed part about our school system) the kids go onto one out of 3 different types of school depending on their performance in 4th grade. While switching between those types of schools IS possible they aim to teach different things and in some subjects (e.g. math) the stuff is so vastly different that switching is really hard later down the road.

a) "Hauptschule" (5th to 9th grade, aims to get students into.. let's say classic worker jobs. Their math is e.g. closer to what you'd need as a cashier and they have (or used to, not 100% sure) subjects where they learn cooking and stuff.)

b) "Realschule" (5th to 10th grade, it's basically in the middle of the other two. They are above the future "workers" and below the future "academics")

c) "Gymnasium" (5th to 12th/13th grade, basically aims to prepare you for university and a future career in academics)

Of course it's possible to achieve all of the degrees via education later on in your life but what could cost you 1-2 years earlier will definitly turn into a 3-5 year effort if you didn't do it "right" before you're leaving school. Another major thing is that education here is a matter of the individual countries and not the whole state which leads to rather big differences up to the point that a future employee might reject you if you come from Berlin but will love to take you if you got the "same" education from Bavaria.
"We don't make mistakes here, we call it happy little accidents." ~Bob Ross
dreamsmasher
Profile Joined November 2010
816 Posts
Last Edited: 2012-07-30 05:59:01
July 30 2012 05:57 GMT
#790
On July 30 2012 14:52 Lightwip wrote:
Show nested quote +
On July 30 2012 14:40 GT350 wrote:
On July 29 2012 23:56 Vega62a wrote:
I understand the basic problem - looking for ways to make education more accessible - but removing a subject because people don't like it or don't do well at it is the wrong way to go about it.

People don't HAVE to be bad at math. Not everybody is going to ace their college calc courses, but basic algebra doesn't really require mental pushups. We are bad at math because we don't care about it, and because we spend most of our lives talking about why we don't care about it.

Think about it. How many times have you asked yourself, or been asked, where you're going to use a math course in the future? We lack a fundamental appreciation for the basic goal of basic math courses: To make ourselves comfortable with numbers, and to gain an appreciation, at a really personal level, for how much they impact our lives.

Maybe you'll never need to use precisely what you learn in high school algebra. But then, you'll probably never need to know why the war of 1812 was fought, either. You can get by without both. But ask anyone why they're learning history, and you've got a decent chance of hearing, "because those who don't remember the past are destined to repeat it." I've heard no such similar slogan for mathematics, and that's not math's fault. It's ours.

Those who don't understand numbers in a world that's run by them are destined to flounder.

Imagine if all those people getting tricked into subprime loans had been mathematically literate enough to whip out a pencil and paper when they were presented with the terms of the loan, and figure out that they probably couldn't afford it. Wouldn't have helped everyone (some of them were just too desperate) but I assert that it would have been a good start.

That's why we have experts and statisticians. I never understood the need for math with all the advanced computers around.

Computers don't solve your problem for you. They just do the calculations to save you time and possibility for error.
If you don't understand how it works, you get nowhere. There's a saying involving computers: garbage in, garbage out. If you know nothing, computers are worthless.


yet we still learn differential equations, they still teach you proofs in linear algebra, and you have to learn several rather useless methods of integration in calculus.

dont get me wrong, i loved calculus, i did well in like all of these classes, but practically none of it is useful other than knowing the basis of the ideas.

same goes for most of the probability theory i've taken.

hell we spent all this time in regression analysis talkint about the matrix constructs, and in the end none of it is really useful. i dont even think linear algebra is really necessary to understand regression or to use it in any practical manner.

you're right though computers do not solve things for you, they merely speed up the calculations, you still need to know how to correctly model, or think about a problem, which mathematics education certainly SHOULD be helping, but mostly math classes as i far as i can remember just emphasize rote computation,memorization and most word problems that are given (even if they are given) are poorly written or don't really stress those analytical methods well.
ZackAttack
Profile Joined June 2011
United States884 Posts
July 30 2012 05:57 GMT
#791
its a problem in the US if most of middle/high school teachers are incompetent.

this is because you don't have to be academically excellent to become a middle/high school teacher.

then it rolls on.

anyone can confirm with personal experience and stories?


I was on the college track to become a highschool physics teacher for a while, and I can assure you that to be a middle/high school teacher you just have to know how to be a good baby sitter, not good at the area you teach. The vast majority of secondary math teachers are terrible. A lot of them don't even know what they are teaching.
It's better aerodynamics for space. - Artosis
-_-Quails
Profile Joined February 2011
Australia796 Posts
July 30 2012 05:59 GMT
#792
On July 30 2012 14:40 GT350 wrote:
Show nested quote +
On July 29 2012 23:56 Vega62a wrote:
I understand the basic problem - looking for ways to make education more accessible - but removing a subject because people don't like it or don't do well at it is the wrong way to go about it.

People don't HAVE to be bad at math. Not everybody is going to ace their college calc courses, but basic algebra doesn't really require mental pushups. We are bad at math because we don't care about it, and because we spend most of our lives talking about why we don't care about it.

Think about it. How many times have you asked yourself, or been asked, where you're going to use a math course in the future? We lack a fundamental appreciation for the basic goal of basic math courses: To make ourselves comfortable with numbers, and to gain an appreciation, at a really personal level, for how much they impact our lives.

Maybe you'll never need to use precisely what you learn in high school algebra. But then, you'll probably never need to know why the war of 1812 was fought, either. You can get by without both. But ask anyone why they're learning history, and you've got a decent chance of hearing, "because those who don't remember the past are destined to repeat it." I've heard no such similar slogan for mathematics, and that's not math's fault. It's ours.

Those who don't understand numbers in a world that's run by them are destined to flounder.

Imagine if all those people getting tricked into subprime loans had been mathematically literate enough to whip out a pencil and paper when they were presented with the terms of the loan, and figure out that they probably couldn't afford it. Wouldn't have helped everyone (some of them were just too desperate) but I assert that it would have been a good start.

That's why we have experts and statisticians. I never understood the need for math with all the advanced computers around.

If you do not understand the mathematics underlying the problem, you will not know what questions you can try to ask the computer.
"I post only when my brain works." - Reaper9
dreamsmasher
Profile Joined November 2010
816 Posts
July 30 2012 06:01 GMT
#793
On July 30 2012 14:57 ZackAttack wrote:
Show nested quote +
its a problem in the US if most of middle/high school teachers are incompetent.

this is because you don't have to be academically excellent to become a middle/high school teacher.

then it rolls on.

anyone can confirm with personal experience and stories?


I was on the college track to become a highschool physics teacher for a while, and I can assure you that to be a middle/high school teacher you just have to know how to be a good baby sitter, not good at the area you teach. The vast majority of secondary math teachers are terrible. A lot of them don't even know what they are teaching.


hmm really? some math education majors i know for high school have to take a 2nd semster of proof based linear algebra, its almost the same as a full blow math major.

although i dont realyl undrstand it, because i've definitely had hs teachers who were imcompetet.

i dont really understand why you're allowed to get a degree in education and be hired as a teacher, the primary degree should be the subject that you're to teach...there's like plenty of research that's been done on this mattter. its fucking disingenuous as hell.
ZackAttack
Profile Joined June 2011
United States884 Posts
July 30 2012 06:05 GMT
#794
hmm really? some math education majors i know for high school have to take a 2nd semster of proof based linear algebra, its almost the same as a full blow math major.


Yeah. It was really sad to me because I wanted to be a teacher for a long time, but my eyes were opened to the fact that to be a physics teacher, my passion should be teaching, not physics.
It's better aerodynamics for space. - Artosis
r.Evo
Profile Joined August 2006
Germany14080 Posts
July 30 2012 06:07 GMT
#795
On July 30 2012 15:01 dreamsmasher wrote:
Show nested quote +
On July 30 2012 14:57 ZackAttack wrote:
its a problem in the US if most of middle/high school teachers are incompetent.

this is because you don't have to be academically excellent to become a middle/high school teacher.

then it rolls on.

anyone can confirm with personal experience and stories?


I was on the college track to become a highschool physics teacher for a while, and I can assure you that to be a middle/high school teacher you just have to know how to be a good baby sitter, not good at the area you teach. The vast majority of secondary math teachers are terrible. A lot of them don't even know what they are teaching.


hmm really? some math education majors i know for high school have to take a 2nd semster of proof based linear algebra, its almost the same as a full blow math major.

although i dont realyl undrstand it, because i've definitely had hs teachers who were imcompetet.

i dont really understand why you're allowed to get a degree in education and be hired as a teacher, the primary degree should be the subject that you're to teach...there's like plenty of research that's been done on this mattter. its fucking disingenuous as hell.


Waitwaitwaitwhat. Hold on. Now I have to ask. Is it normal in the USA to get a degree in education and have your subject as some kind of secondary thing?

Over here for the higher schools (Gymnasium) teachers have the exact same subjects as a BA student (and some pedagogics on top of that) for the others it's a seperate subject at university - but also with the primary focus on the subject and a - sometimes too small - focus on pedagogics and methodical stuff.

People here actually have a tendency to complain about our teachers knowing too much about their subjects and too little about as to how they should deal with kids.
"We don't make mistakes here, we call it happy little accidents." ~Bob Ross
sluggaslamoo
Profile Blog Joined November 2009
Australia4494 Posts
July 30 2012 06:09 GMT
#796
On July 30 2012 14:37 ]343[ wrote:
Show nested quote +
On July 30 2012 14:06 sluggaslamoo wrote:
On July 30 2012 13:51 ]343[ wrote:
On July 30 2012 13:41 sluggaslamoo wrote:
Logic is not maths. I'm terrible at maths and I understand programming a lot better than most people. While lambda calculus falls under maths, it is nothing like "maths", its pure logic. You do not need to be good at maths to be able to understand lambda calculus, and what becomes of it currying with functional programming. Same goes for algorithmic programming, and learning data structures, sorting algorithms, etc.

I've seen heaps of programmers who were pretty bad at highschool mathematics who became geniuses when they started learning sorting algorithms and lambda calculus.


Hmm, seems like you have an extremely narrow definition of math? Discrete math is still math. Yes, it isn't really taught in high schools, but that doesn't change the fact that all algorithms require both verification of correctness and time/space complexity analysis... which are both math.

Also,
Wikipedia wrote:
Lambda calculus (also written as λ-calculus or called "the lambda calculus") is a formal system in mathematical logic for expressing computation by way of variable binding and substitution.


There's a good reason schools like MIT cross-list algorithms and logic in the math department.


I agree, know they fall under the same umbrella, but you are missing the point of my argument.


Hmm, well then, what's your argument?

Show nested quote +
On July 30 2012 12:15 sluggaslamoo wrote:
The algebra needed for comp sci can be learned in just a week,

This is false; you need to know about things like exponential functions and polynomials and logarithms and their relative growth rates.
Show nested quote +
and you won't see it as "algebra" you will see as something far more interesting as that.

Algebra is a tool, much like arithmetic, which is necessary for understanding computer science. You don't study high-school algebra just to "do algebra" later. Indeed,
Show nested quote +
With comp sci you are also not really learning maths, you are learning about logic and patterns.

Algebra is among the first steps in gaining the mathematical (or more generally, intellectual) maturity to think abstractly---and abstract thought is essential in any sort of technical subject. There's "logic" and "patterns" to be learned in algebra as well.
Show nested quote +
The rest like lambda calculus and big O notation is stuff that you will never learn in school anyway. That's the problem.

Yes, most high schools don't teach it (which suggests that high schools ought to offer more math classes, though that's sort of unrelated to whether algebra should be mandatory or not.) But to learn lambda calculus or big-O notation requires algebraic abstraction.
Show nested quote +
Once you see the relevance the basic stuff that took you years to learn in school will take just a few days to learn. That's why there is no point.

Very true for anyone in a technical field, though perhaps not so much for those who are not so inclined. American schools spend far too much time on rote memorization of arithmetic and the like, while Eastern European/Asian schools introduce interesting problems (i.e. not just regurgitating formulae) early on.

On your friends who were "bad at math" yet brilliant programmers/computer scientists: high school geometry (a sad excuse for the word "geometry"), trigonometry (more memorization), and calculus (yet more memorization, though often at this level there may be glimpses of actual mathematics) are, indeed, not so relevant to discrete math and problem solving. But the solution here isn't to get rid of them or make them electives; it's to improve the teaching of these subjects so that it does actually teach problem solving.


Exponential functions and polynomials can be learned in just a few days, I don't see why it would take any longer than that. I learned polynomial functions when I was 12 years old in just a few days, and I learned how to do it by balancing experience point calculations in excel for a game I was making.

My point is that learning things before it has relevance is pointless. There is only point to learning something when there is relevance. It doesn't matter how good you are at teaching, if you can't see e.g algebra, having any benefit to your future career its gonna take months instead of days to learn, and your ability to recall it will diminish significantly within the next few weeks. That time could have been much more efficiently spent learning material relevant to your future career.

If I'm gonna become a panel beater when I grow up, it doesn't matter how good the teacher is, I'm not gonna give a shit about maths. It makes no sense to put future panel beaters with future maths professors in the same class. There's nothing wrong with education, if this panel beater ends up leaving school without knowledge of algebra, because regardless of whether algebra is taught or not, this person is going to leave school without knowledge of algebra. The only difference is that in one case, he can leave college more adequately equipped for his career, or he leaves college with low self esteem thinking he's really dumb when he's not.

Communication and organisational psychology is hardly taught in schools, yet even as a programmer, I believe it is the single most important thing that needs to be taught. Even for professors and academics, communication is a problem, garnering support for global warming is frustrating for a lot of scientists, but they don't understand its because their ability to share their information to the rest of the world is lacking.

What defines my income is not my programming skill, it is my ability to carry myself, talk to other people, do good presentations, not say stupid things, etc. My skills as a programmer comes secondary to that. Communication is taught very little if at all in schools, yet if you look at all the successful people in the world, their primary asset is communication.

Look at Steve Jobs, he's a great presenter/communicator, Microsoft's success was initiated by Bill Gates ability to receive help from other people at his university and even convincing IBM to use the worst product on the market. Mark Zuckerberg, Facebook, pretty self explanatory there. Creator of Minecraft, wrote terrible code. There are plenty of genius code monkeys, taxi drivers, who can't land a job because they don't know how to talk to people.
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ZackAttack
Profile Joined June 2011
United States884 Posts
July 30 2012 06:09 GMT
#797
Waitwaitwaitwhat. Hold on. Now I have to ask. Is it normal in the USA to get a degree in education and have your subject as some kind of secondary thing?


Yes. It is how it works almost all of the time.
It's better aerodynamics for space. - Artosis
Soyemia
Profile Joined May 2012
Finland12 Posts
July 30 2012 06:15 GMT
#798
On July 30 2012 15:05 ZackAttack wrote:
Show nested quote +
hmm really? some math education majors i know for high school have to take a 2nd semster of proof based linear algebra, its almost the same as a full blow math major.


Yeah. It was really sad to me because I wanted to be a teacher for a long time, but my eyes were opened to the fact that to be a physics teacher, my passion should be teaching, not physics.


Well I supose that for lower classes (like in Finland teachers from 1st to 6th grade) the teacher really need to be teachers, rather than experts in any certain subject. In here it works like that, and the same "class teacher" teaches majority of the subjects, except for specialized ones like music and languages. After sixth grade the teachers have actually studied the subjects themselves, and then taken a short course in teaching to become teachers. I also think that the ability to teach is also very important even up to high school and university.

One thing I really don't understand here is about how Americans in general think about education - it's all about what is needed and less so about just being educated. In Finland education itself has a value, so individual subjects and their relevance in every day life has less importance. So we study here stuff that might not be all that useful, like music and art - and high level maths. It has been shown to make you think better and has done pretty good for our international competitiveness. I mean even here at Aalto Uni where I study economics we have math that is totally unrelated to economics and other similar subjects. We're a triple accredited school and the entire uni's really high level, even though we don't make it high in the rankins because we have so homogenic student body (it's ridicolous they give you points if you have more ethnic diversity), and the uni doesn't publish many papers, although if they'd only take account the studies that have been published in high level scientific journals, we'd be pretty much very close to the top of the world.
ZackAttack
Profile Joined June 2011
United States884 Posts
Last Edited: 2012-07-30 06:23:17
July 30 2012 06:21 GMT
#799
One thing I really don't understand here is about how Americans in general think about education - it's all about what is needed and less so about just being educated.


I agree. Education has such a high value, and math is one of the most enlightening things to understand. I have never met anyone but my professors that values education as much as I do. Even the students that I have met that do well just want the grade, and would just straigh up pay for it if they could. I think it is very rare that education is truly valued in American schools, even in college, and the reason that American math scores continue to fall is because math isn't something you can bullshit even if you dont care.

Edit: And this thread has done nothing but confirm my fear. I suppose math is something that people don't really understand how great it is until they can do it already.
It's better aerodynamics for space. - Artosis
Garoodah
Profile Joined January 2012
United States56 Posts
July 30 2012 06:28 GMT
#800
I think that having your mind expanded and opened to new ideas is a great thing for everyone. It forces you to apply yourself in a different way. It is challenging, it will frustrate you, but at the end of it you will be a better person for it. This is true of any class you take in your undergrad studies, especially before you declare a major.

Another problem is that there is little appreciation for math in this day and age. Who would think that math is the reason our entire world is how it is? Little things like your stove heating a pot of water to boil hotdogs, or your cell phone using imaginary numbers to transport your voice over long distances. Any example you can think of comes down to math at its core, and most people ignore that fact, and even less want to understand why. There is a reason there are so few engineers, mathematicians, and scientists coming out of the US today, and its simply because its taken for granted. I only reference the US because this article comes from the US, I am also from the US, and honestly this problem is only a widespread "epidemic" here.

The root of the problem is when we are young. Kids in the US need to learn how to solve a problem, not just memorize and repeat something only to forget it after the test in a few weeks. The school system would be greatly sped up if kids were taught true problem solving techniques, and then we would have fewer kids who are just "bad at math" (because they dont know where to repeat what they were told). Im not saying kids need to be an infinite source of knowledge, but they should know where to find that knowledge. I often reference my books when doing homework, infact it would be very hard for me to not do so and still solve the problem fully.

I'm an undergrad mechanical engineer in my 3rd year of studies and I can honestly say that the applied science classes I've taken like physics, thermodynamics, statics/dynamics, fluids, etc, all really taught me how to solve a problem. My best examples come from thermodynamics, where my teacher would literally give us a problem, and say go solve it. We had no book and limited lecture information (it always turned out to be enough but it never seemed like it was at the beginning). We could ask all the questions we wanted to. Once a person learns what questions to ask, they can truly start to learn about something. The students who learned this when they were younger excelled in the class, while everyone else struggled to make the grade for the first 2 exams. What was great was this method of asking questions could be applied to ourselves. I had no problem taking fluids because I knew the questions to ask myself and started looking for answers very early on. We can all ask the right questions, and we have the resources to go out and solve the problems on our own, its only a matter of learning how to do it early on.
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