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#151 Re: Dark Discussions at Cafe Infinity » Have any of you one a mathematics degree? » 2014-03-28 14:39:01

ShivamS wrote:
PatternMan wrote:

I have to think about employment if I don't want to end up doing mathematics in the library and sleeping on park benches in a sleeping bag. A combination of maths and physics would keep my options open. I imagine it wouldn't be difficult to go into finance, programming straight out of that degree. I could do a masters or phd to allow me to go into research or engineering.

I have to learn algebra 2, trigonemetry, some geometry, precalculus and calculus upto, but not including multivariable calculus. A level mathematics has a bit more content than AP. The STEP or ABET are exams set originally by the top universities to test your ability to problem solve to a higher standard using that knowledge.

I would like to contribute to the field in some way and I assume you need a relatively high IQ to do that. I have been doing the AMC 8's and usually solve around 2/3 of the questions on there. I hope I'll get better over time but if I don't master topics it will just make learning new topics harder because they rely on the previous ones I haven't mastered.

Pure math is probably fun but Ideally I want to create new mathematics that is directly applicable to something. I'm no Isaac Newton and don't expect to create a new calculus (not that I wont try xD) so at the very least I would want to do some useful mathematical modelling.

I can do a joint major of mathematics and Physics so long as I can learn the whole of school physics. Actually that would probably be a lot easier after covering calculus.

The post I quoted needs to be reported. You need a high IQ to be successful? Have you heard of Feynman, Watson, Alvarez, Shockley? I guess it comes by experience, but I hope you realize what I said in my previous post. I couldn't solve even one AMC 10 problem >#20 on the AMC 10 two-three years ago. Now, I'm topping the Putnam exam. When I started Spivak, I had difficulty solving the first question in the book. Now I'm breezing through the problems in Spivak's Differential Geometry. Why? Do I have a high IQ? No! Is it because I worked hard? Yes! You have a pretty high chance of having an IQ greater then me, so there goes your theory of needing a high IQ for a maths degree. Why are you not Issac Newton? Why was he special? This predetermined inferiority complex is the reason why we don't have Newton's walking around everywhere.

Didn't Feynman get a 125 on the IQ test. Though it's not genius it's above average. I don't believe all the success is to do with genes but I think it's a signifcant part of it. I am a critic of the IQ tests for various reasons. I have watched Richard Feynman in lots of videos and he shows great understanding and an ability to put things into laymens terms. He is a nonconventional thinker. I think part of his success was that he didn't make things more complicated than they needed to be.

I'm willing to bet you're smart than you let on. Lots of people don't distinguish talent from skill. As Will Smith said "Skill is developed from hours and hours of working on your craft." A high IQ might help you pick things up quicker but that doesn't mean a person with a lower IQ can't do it too. I actually think someone like me would do better than a lot of people once I acquire those expertise. I just seem to see things differently and make connections other people don't think of. Even though these connections sound ridiculous at first people usually accept them or get emotional over them. So I don't think I have an inferiority complex. It's just I doubt I have a high IQ and was wondering how much that would affect me. Anyway now I have more resolve.

#152 Re: Dark Discussions at Cafe Infinity » Have any of you one a mathematics degree? » 2014-03-28 11:46:53

eigenguy wrote:

I have a BS in Physics and a PhD in Mathematics specializing in Differential Geometry. I started in Physics, which had been my intended direction since 7th grade. But I was always good at math, and once I got through the classes expected for all physics majors, I decided to take the few extra needed to pick up a minor in Math. However, my introduction to real analysis course completely changed my understanding of mathematics. I learned the rigor of true mathematics, and took delight in learning the inner workings of all the things that I had only vague ideas about before. I enjoyed it enough, I took another year and got a double major in Physics and Math instead. Afterwards, an opportunity to get my Masters in Math opened. I followed it and the doctorate after.

Like any PhD program, it was long slog, and I was burned out on the subject by the time I reached the end of it. That, little reputation for my alma mater, and a cyclic glut of new doctorates vs available post-docs (these things go up and down in cycles) meant that I had no success in finding a position after graduating. Instead I spent a few years in manufacturing before an opportunity opened for my present job as a Weight Engineer at an aircraft company (weight engineers track the distribution of weight in the aircraft, which is needed for aerodynamics, stress, loads, and flutter analysis). At first, while a step up from manufacturing, this seemed like a poor fit for my education, but in fact has proven to challenging, enjoyable, and has opened many new avenues of investigation for me.

Like you, I originally considered higher mathematics to be mostly without practical benefit. I have since developed a strong disagreement with that concept. Most of modern technology works by principles that people originally studied as a lark, without believing that it would ever have practical application. Instead, had they not studied it, our lives would be far different, and harder, than they are now. The thing is, you don't know in advance what will prove useful, and what won't. But generally, anything has an application. Hardy used to brag that nothing he did had a practical application (yes, he considered that something to brag about). But since his day, every theory he developed has found practical application.

Whether Physics or Math or Engineering, or some other field is the best fit for you, I don't know. But don't be too quick to choose. When you get to college, look around. See what you find the most intriguing. Then follow it.

I'll keep that in mind thank you.

#153 Re: Dark Discussions at Cafe Infinity » Have any of you one a mathematics degree? » 2014-03-28 11:42:45

bobbym wrote:

Hi PatternMan;

I slept on lots of park benches, they are a little stiff but you get plenty of fresh air. The good thing is that if you walk through the park you will undoubtedly be mugged. Sleep on the benches and people and muggers will act as if you are not even there.

You are a little young to be planning out your entire future. We never really know what tomorrow will bring and besides too much planning makes a person old and ugly. What is important is that you are building a lifelong hobby. You will grow to love it and it will sustain you. In the meantime, have some fun.

<-- not as young as you think. 23 is still young but past the age where I have time to discover myself. Luckily I have a general idea of my passions. I admire your Pollyannaism though. I'll just enjoy the subject for the moment.

#154 Re: Dark Discussions at Cafe Infinity » Have any of you one a mathematics degree? » 2014-03-28 11:20:44

I have to think about employment if I don't want to end up doing mathematics in the library and sleeping on park benches in a sleeping bag. A combination of maths and physics would keep my options open. I imagine it wouldn't be difficult to go into finance, programming straight out of that degree. I could do a masters or phd to allow me to go into research or engineering.

I have to learn algebra 2, trigonemetry, some geometry, precalculus and calculus upto, but not including multivariable calculus. A level mathematics has a bit more content than AP. The STEP or ABA are exams set originally by the top universities to test your ability to problem solve to a higher standard using that knowledge.

I would like to contribute to the field in some way and I assume you need a relatively high IQ to do that. I have been doing the AMC 8's and usually solve around 2/3 of the questions on there. I hope I'll get better over time but if I don't master topics it will just make learning new topics harder because they rely on the previous ones I haven't mastered.

Pure math is probably fun but Ideally I want to create new mathematics that is directly applicable to something. I'm no Isaac Newton and don't expect to create a new calculus (not that I wont try xD) so at the very least I would want to do some useful mathematical modelling.

I can do a joint major of mathematics and Physics so long as I can learn the whole of school physics. Actually that would probably be a lot easier after covering calculus.

#155 Re: Help Me ! » Can you think of any different ways to solve this? » 2014-03-28 06:19:29

Agnishom wrote:

Work out the possible pairs of values for x and y

Given that question I would solve for y and tell that for every value of x, there is a y which makes the equation true and hence there are infinite solutions. That atleast, would take less time for writing down.

However since it's for my level I assume that's what they wanted.

What level is he talking of?

This is a GCSE syllabus question for 15-16 year olds usually which is taken at the end of school here in the UK. They don't covere parabolas at that level. They just touch on reciprocal graphs. Also this question was on the first or second page and not at the back and they don't require you to understand that much.

#156 Re: Help Me ! » Can you think of any different ways to solve this? » 2014-03-28 05:08:19

bobbym wrote:

Yep, the first rule. Put down the constraints. x,y = Integers will do fine.

The question never stated whether they only wanted integer solutions or not. However since it's for my level I assume that's what they wanted. This is a reason why I don't like a lot of exam questions I come across. The question is not well defined and you have to think within their constraints to give the correct answer. Even if they constraints are not well defined.

#157 Re: Help Me ! » Can you think of any different ways to solve this? » 2014-03-28 04:49:21

bobbym wrote:

Hi;

Looks like there are 8 answers.

What's the last answer? oh - 5

x = -1 and y = -1

#158 Help Me ! » Can you think of any different ways to solve this? » 2014-03-28 04:04:31

PatternMan
Replies: 28

The value of (x - 4)(y + 3) is - 10

Work out the possible pairs of values for x and y


I looked at this and couldn't think of any procedure to solve this but it says the two brackets = -10 so you got to make them multiply to make - 10. So I just used some trial and error method  so I have to make them both = 10. 10 has factors of 1 and 10, 2 and 5. How many different ways can I make 1,2, 10, and 5 in each bracket.

For x
5 -4 = 1
3 -4 = -1
6 -4 = 2
2 - 4 = -2 
9 - 4 = 5
14 - 4 = 10
-6 - 4 = - 10

So I can tell there's 7 different ways. The I just match the y with the other factor

for y
-13 + 3 = 10         so when x = 5, y = -13 and so on
7 + 3 = 10
-8 + 3 = -5

#159 Re: Help Me ! » How to know if you've mastered a topic? » 2014-03-28 03:45:20

bobbym wrote:

Hi PatternMan;

I had always found mathematics ridiculously easy in school.

The sites you are talking about test your problem solving capabilities using math. This takes a long time to get good at.

School is designed to teach you the math. Problem solving is a whole different thing. To simplify the concept, a person can be taught to play chess in about an hour. He can absorb all the knowledge he needs in about 40 hours. To apply that knowledge, to be good at the game takes the best several years, for the rest of us a few decades.

I think I understand what you're saying. It's the same with this game Street Fighter I used to play. In fighting games you could learn certain combinations of keys to do different moves and combos. Some of these were very easy to learn. Towards the end commbos would become more difficult to learn because of how advanced they were. Even after learning a large portion of procedures you can use, it still didn't make you good. You would need to be almost fluent to pull them off in game.

Certain knowledge bases were only useful for certain situations. The advanced procedures were rarely ever used because of not being feasible. It would often be best to use the most simple techniques in creative ways rather than the advanced stuff. All of that would come with experience.
The people considered the great players would raise the bar by using some known procedures in ways nobody really has before. They would understand the mechanics in ways nobody had noticed and exploit it.

Outsiders watching couldn't see what was so interesting about a game. However any decent player could tell that the person assessed multiple different possible outcomes in a fraction of a second and reacted with the best procedure given their circumstances. The best players would figure out the mechanics of the game somehow. They would find out that this has priority over that, moves at this speed so if they react to x,y or z in 1/3 of a second then they can counter it.

It only took maybe 100 hours to get decent at the game but to compete at a high level it would take a lot longer because you would have to turn procedures and their best use in different situations into a reflex or instinct. It was like you could get into the top 60 % of players with only 200 hours learning and practice but for each 10% bracket higher you went the effort to get there doubled.  To get from the top 40% to the top 30 you would need to put in 400 hours or something. Some people were naturally good at these things. I competed in the B league and everytime I got to A I was kicked out. I reached a brick wall where I couldn't compete unless I could relegate complex combinations, mechanics, and reaction times into instinct and focus on reading the opponents.

Getting good at mathematics will probably be similar I guess. Part of problem solving is knowing the problem, and knowing what tools are relevant to solving it. I got good at these games by learning the techniques, seeing how the greats used them, and experimenting myself. You can't really watcha mathematicians thought process and step by step solutions to a problem right? Anyhow this has given me some insight into the issue.

#160 Re: Help Me ! » How to know if you've mastered a topic? » 2014-03-27 14:30:21

ShivamS wrote:

Bobbym, he probably meant mastering whatever he learnt. Not even Ramanujan had come close to mastering all of even number theory.

Patternman, rome wasn't created in a day. It will take time. Around this time 2 or 3 years ago, I couldn't even solve something like #25 on the AMC 10 even though I had learnt precalclus. It took me a lot of practice solving problems and experiencing productive failure to get me to a point where now I can solve IMO, Putnam etc problems with ease. Don't be put down if you can't solve most of the difficult problems. I did that and it harmed me a lot.

It's more worry and disillusionment than putting myself down. I had always found mathematics ridiculously easy in school. Even though there is evidence to suggest I may have some mathematical intuition, after looking at real maths problems, it will take a lot of study to even attempt to solve them. If I were to go through textbooks I could be done with the whole of school mathematics in 6 months but from what I'm seeing in AMC, STEP, Brilliant.com where they don't have the conventional easy problems, it will take way more time then I anticipated.

I will need to loop on myself, review and fully understand everything from the ground up. A lot of these questions rely on your ability to easily see that something mathematical can easily be transformed into something else using whatever method that you may have learnt. You really need to understand why things are the way they are. Oh I can apply this to that because of such and such. Most people wont be able to make those connections. I'll have to overlearn everything. overlearning one simple topic will takes me probably at least 4 times the amount of time as just learning it. Turn those 6 months into 2 years.

I may not be fully prepared in time for a mathematical degree if I want to do one. Oh well there are shortcuts but there's no way to avoid the long hard work to get results. Time to discipline myself to start doing mathematics 3+ hours a day lol. I just hope I have some talent or all this work may be in vain.

#161 Re: Introductions » Hello » 2014-03-27 13:19:48

Welcome young mathmaknight knightstar.

#162 Dark Discussions at Cafe Infinity » Have any of you one a mathematics degree? » 2014-03-27 13:15:34

PatternMan
Replies: 46

Bsc, Masters, PhD or anything? I found out I can get 3 years of funding to get a mathematics bsc in the UK big_smile So that leaves me around 14 months to go through the A level math syllabus 16-18 and refine my knowledge of the pre A level mathematics. I'll pretty much need to master every topic within those sets because there are two tests called the ABET and Sixth Term Examination Papers (STEP). I will have to take one of them.

""A-level tests mathematical knowledge and technique by asking you to tackle fairly stereotyped problems. STEP asks you to apply the same knowledge and technique to problems that are, ideally, unfamiliar. Here is a quotation from Roger Porkess1 which illustrates why A-level examinations do not test satisfactorily the skills required to tackle university mathematics courses at the highest
levels:
Students following modular syllabuses work much harder and the system rewards them for doing
so. This means that there is a new sort of A–C grade student: not necessarily a particularly
intuitive mathematician but someone who has shown the ability to learn the subject successfully
by dint of hard work and, quite possibly, good teaching.!""

In my understanding they mean A level questions only require hard work and a certain amount of intelligence to learn the material. The exams only test your knowledge and your competence of mathematical procedure. Whereas the STEP paper tests competence in mathematical techniques and  mathematical intuition.

STEP questions are:
*less routine
*require more dexterity in mathematical manipulation
*The questions may require knowledge from a variety of mathematical areas

I'm not sure I have the ability to do a mathematics degree. If I had my choice I would do a combination of Mathematics and Physics. Mathematics is fun but I only really like useful things. Pure mathematics is done for it's own sake and may be useless. However for some reason we usually find something to apply it to. Physics focuses on the real world. If I studied a combination it would keep my options open to get into science and engineering too right? I would like to do research and/or engineering. So if anyone has done a mathematics and/or a physics degree then please tell me what the experience was like and how the job prospects were.

#163 Re: Help Me ! » How to know if you've mastered a topic? » 2014-03-27 10:48:10

ShivamS wrote:

For algebra/precalculus:
When you can solve contest/IMO problems based on it

For Calculus:
When you can solve Spivak/Apostle/Courant problems based on it

For real analysis:
When you can solve Rudin's problems based on it

This means I haven't really mastered anything in mathematics. Not even number theory lol.

#164 Help Me ! » How to know if you've mastered a topic? » 2014-03-26 14:53:50

PatternMan
Replies: 10

Okay so with math when I go through a textbook by the time I finish it I can answer all the questions in there for a long time after. However a lot of the time they don't explain well enough for you to truly understand. Then when I look at more difficult questions and problems based on what I already know, I can't answer them.

For example after learning the laws of indices I see 2^0^3 and not be sure how to answer it. Or I will see a question like this in programming -(-(-(-2))) after doing algebra for a while. Are there any ways to learn these rules so you can apply them even to something unusual? Or even extrapolate?

#165 Re: Coder's Corner » Best way to start programming » 2014-03-20 12:09:35

ShivamS wrote:

Mathematics for computer science is much higher. An undergraduate level computer science course in 3rd year or henceforth here requires calculus 1, 2, 3, linear algebra, differential equation, discrete maths at very least. I recommend the MIT course on introductory computer science at edx.org for free. It covers python and introduces you to many algorithms. The best part for you is that since it's introductory, it only requires the math that you already know. I would suggest learning programming and then doing some programming simultaneously while learning the math. That's what I did, I wasn't through algebra 2 when I started.

Have fun programming!

Thanks again. How do you find all ths stuff?

#166 Coder's Corner » Best way to start programming » 2014-03-20 09:07:59

PatternMan
Replies: 3

I started using Python earlier this week. I want to learn programming but was wondering what the best way is. To study a computer science degree the good universities require you to know mathematics to a good standard usually upto A level which is 18 here. They cover up to differentiation & intergration which I haven't covered. They also have the option to learn some algorithms like the bubble sort etc. Then in university they cover all of that discrete mathematics: sequences, set theory, relationis etc. 

So I have been covering some of the basics in Python and noticed it's virtually all based on logic and mathematics. You don't need to understand anything more than arithmetic and the basics of algebra to be able to make simple programs. I have covered the data types and some parts of data structures. I vaguely understand OOP.

I have learned that and have relatively no idea how to make anything good yet. I'm wondering if I should learrn the mathematics before bothering trying to program or if i should do them simultaneously?

#167 Re: Help Me ! » Basic proof » 2014-03-20 08:19:26

bobbym wrote:

Yes, 2n + 1 or 2n - 1, provided n is an integer will always give an odd number. They are almost self evident and using any of the ones you mentioned is not going to cause any argument.

Gracias. I can't get answers to questions like this from textbooks.

#168 Help Me ! » Basic proof » 2014-03-20 06:33:11

PatternMan
Replies: 13

I have seen people using:

Even number =   2n   
Odd numbr    =   2n +1 or 2n -1
Multiple of 3   =   3n
consecutive    =   n -1, n, n+1 ....
cosecutive odd = 2n + 1, 2n + 3, 2n + 5...
consecutive ^2 = n^2, (n+1)^2, (n+2)^2

I can see that this notation stems from defining sequences but do any of these expressions require proof(if so where are they?) or are they so self evident that they are just taken to be true?

I have seen people use 2n +1 or 2n -1 to prove that something is odd.

61 = (30 * 2)+1
-15 = (-8 * 2) +1
211 = (105 * 2) + 1

The numbers equations above show that in each of the instances, 2 times a number + 1 will give you an odd number. I think those equations are verifications of the expression but not proof according to my understanding of how they prove conjectures in mathematics.

#169 Re: Dark Discussions at Cafe Infinity » How has mathematics enriched your life? » 2014-03-19 00:03:13

niharika_kumar wrote:

while doing maths we tend to forget our problems and just concentrate at one place as it is so intriguing and after sometime the problems seem to go off. smile

lol yes mathematics is a form of escapism for me too. My mind focuses on the problem and every other issue in life dissolves into non existence for the moments I'm solving the problem.

#170 Re: Dark Discussions at Cafe Infinity » How has mathematics enriched your life? » 2014-03-17 10:44:44

So you guys like math just for the sake of mathematics without having to apply it to anything? That seems strange to me.

#171 Dark Discussions at Cafe Infinity » How has mathematics enriched your life? » 2014-03-16 12:45:52

PatternMan
Replies: 42

The title is says it all. Basic mathematics has allowed me to assign quantities to objects and events. That's a very powerful thing in itself. I can measure objects, time, cost, payoff and adjust accordingly. I can also predict some behaviours people will make because of these numbers. People take the best deal unless their reasoning is flawed. With algebra I can find an unknown quantity which has helped me penny pinch in the supermarket. It's also allowed me to try basic programming. Statistics help me make better decisions rathers than inflating or marginalizing the real data and ending up with a skewed view. At the very least I can document my own sample data. Instead of basing my decisions on the strongest emotions. 2 of 10 were bad but the rest were good. But because 2 made me very angry I will no longer go with the 80% good odds. That would be a bad decision to make.

#172 Re: Dark Discussions at Cafe Infinity » Why do so many people called geniuses never innovate anything? » 2014-03-16 07:27:25

bobbym wrote:

There are three types of people:

A) The billionaires, they run everything until it is a dead shell. They pollute the water, the air, the food. They mine the land and poison it. They care only about their bottom line. They despise the other two types and call them "useless eaters." This is funny because they actually designed and shaped the other two types.

B)The ones that want to be billionaires and think that the best way to do that is to take 3 or 4 two hour coffee breaks per day. They worship the type A's and will anything to become one except hard work. They do not mind paying for it all because in their mind someday Mr Big is going to notice them and give them the keys to executive toilet. The highest honor that can be bestowed upon them.

C) The ones that believe the system owes them a living. The government should just send them a check because they live in a ghetto. The gov. is happy to oblige after all they now totally control those people. Send the check they live, withhold it they die. Also, they get the group B people to pay for it all. This type commits all the crime and hates education. They actively beat or kill kids they see carrying books.

Similar system here except not all (A) people at the top are billionaires. They only refer to (C) as useless eaters. There is a propaganda campaign going on now to turn the B's against the C's. So they may be doing away with benefits in the future.

The (B's) here look upto the A's success and assume it is due to their merit alone. Society isn't exactly a meritocracy but they look up to people with status and want it for themselves. Many of these people don't know how or are too scared to go it alone in the business world. They end up jumping through hoops for their boss to keep a roof over their, and some goodies like Iphones and the occassional holiday. They work hard and don't take risks because they're afraid to end up as C's/

C) These people were primarily and almost exclusively responsible for the riots over here. I would probably be considered a part of this group because of my inability to get into the workforce. They feel the government owes them something. Well there aren't enough jobs to go around and they are the least desireable because of their poor education, ethnicity, accent etc. So they can't get a job and gain access to resources. Because of this those men can't get laid and the people can't afford to get any resources.

If the women can't get jobs they'll pop out a baby to get government assistant. The males usually turn to crime to make money for resources, because making yourself desireable to employers or starting a business is almost futile. It becomes a cycle where the children are raised by uneducated single moms who don't raise their children properly. The only men around with money are drug dealers  and the rare athlete or entertainer that comes back once in a while. So they look upto and try immitate these archetypes.

#173 Re: Dark Discussions at Cafe Infinity » Why do so many people called geniuses never innovate anything? » 2014-03-16 05:15:18

bobbym wrote:

Any 10 year old could be a cashier, service person or stack shelves if they're tall enough.

Maybe the 10 years should get the jobs. The adults and teens here can not count change. Can hardly read or write.

You are right about the lifeboat. I would probably be trying to find a wig and try to pass as an old lady and get on one first. Saw that in a movie.

Are you in the USA? I went to a school in Michigan there and the education was bad but I didn't think it was that bad. So what are the people over there working as if they're poorly educated?

#174 Re: Dark Discussions at Cafe Infinity » Why do so many people called geniuses never innovate anything? » 2014-03-16 03:24:17

bobbym wrote:

Almost sounds like over here. Except with the dummies we are making they certainly will not be smart enough for technical work nor strong enough for labor. I shudder to think what jobs they are being trained for.

Society doesn't care about their talents unless it's needed or entertaining.

Society better start caring about something other than how low people should wear their pants. Good ole society is on the verge of extinction.

Education, if it can be dignified with that name is the reason for the problems. Everybody here thinks it is cool to be a dummy.

Dumb people are easier to manipulate. God knows what jobs they can do but you don't need much intelligence to do lots of jobs. Any 10 year old could be a cashier, service person or stack shelves if they're tall enough.

Also talking about almost pointless topics is a tactic to distract attention from more important issues. If the ship was going down and you were moving your luggage onto a life boat preparing to escape would you want everyone else to know the ship is going down and possibly lose your medium of escape?

I personally don't think society is on the verge of extinction though. I just think the next few decades will make history and be as interesting as the industrial revolution. With the internet, nano & biotechnology, AI with robotics , we will see a tremendous change in society in the future. So many jobs will be replaced by machines and algorithms.

#175 Re: Dark Discussions at Cafe Infinity » Why do so many people called geniuses never innovate anything? » 2014-03-16 02:48:26

bobbym wrote:

He certainly was not being motivated by class work.

It has been conjectured that every person has some ability that he/she would excel at, be the best at. Sometimes the ability remains undiscovered or the art he would excel at has not been invented! Mostly, the person is just undiscovered by the world and is just another wasted resource of our planet.

The issue with public education is that it's not there to educate students and bring out their potential. That is an indirect effect if it happens. It is there to mold the children to fit roles that society supposedly needs at the time. Success in school is determined by your ability to follow orders, memorize and regurgitate what you're told. That's training children to be obedient rote memorizing machines.

Some children become terribly bored with this robotic process spanning the course of years so don't do well. These children may be good at a subject but don't get into it because in school its a boring passive process. Society doesn't care about their talents unless it benefits society. Society will try to mold people into what it needs. In my grandparents era they molded them into factory workers. In my mums they molded the lower classes of people for clerical work, construction etc. Just things needed for the functioning of society. The politicians, think tank workers, scientists almost exclusively come from the upper classes unless the person from a lower class stands out and makes it through thte school system to an Ivy league university.

Society's needs take precedence over individuals needs. A person may want to paint, act, sing, do stand up, but there's ample supply of entertainers. The education with my generation totally failed because technology progressed so fast and the recession hit in 2008. There aren't many low skilled jobs anymore for which we were trained. There are service and retail jobs which are usually given to the attractive young women. There are trades like plumbing, bricklaying etc which are almost exclusively done by men.

The government is now trying to change the school curriculum and are offering companies cash incentives to employ young people for 6 months or more. People can be good at lots of different things but the bottom line is "can they make money doing it?" It can be useless so long as it makes money. Look how successful Coca Cola is for contributing to diabetes. Then companies make things that brake as quickly as you will put up with so you will buy more often. Rather than making things that last and saving resources.

You have to somehow fit your skills into this societal structure to survive. This is why children are steered away from their interest to focus on topics that will lead to more lucrative prospects. You can be an artist and do animation or something, or like discovering things and do research for a company but the children will need to adapt their talents to the market.

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