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Is Algebra Necessary? - Page 44

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Crownlol
Profile Blog Joined October 2011
United States3726 Posts
July 30 2012 14:49 GMT
#861
Ok, remove algebra since it's almost never used in the workplace. But replace it with something more relevant, like C.
shaGuar :: elemeNt :: XeqtR :: naikon :: method
Tarot
Profile Joined February 2011
Canada440 Posts
Last Edited: 2012-07-30 14:50:34
July 30 2012 14:49 GMT
#862
On July 30 2012 23:23 paralleluniverse wrote:
Show nested quote +
On July 30 2012 23:15 TheFlash wrote:
Excerpt from an article published from the University of Utah:


The new method uses eight main “differential equations” – basic calculus equations that describe how changes in one variable affects changes in another variable over time. The equations simulate or “model,” step-by-step, how acetaminophen is metabolized in the liver, including production of NAPQI, a liver-destroying substance.

That makes it the first known “dynamical” model based on real biology – a contrast to the existing “statistical” method for determining how overdose patients fare.

The statistical method – known as the King’s College Criteria (KCC) – estimates who is likely to survive or die from acetaminophen toxicity using correlations between INR and creatinine lab tests and which patients actually did live or die in the past. The King’s College Criteria predict liver failure if INR exceeds 6.4, creatinine exceeds 3.4 and there is confusion, altered consciousness or coma due to liver damage.

The problem, says Adler, is the criteria “look at the statistical relationship between lab test results and patient outcome without understanding what’s happening inside the liver. It’s just statistics.”

The new method “tracks how the liver’s health changes over time,” he says.

The new equations use patients’ measured levels of AST, ALT and INR to estimate when they consumed acetaminophen and how much they took. By also considering creatinine levels, the new method accurately predicts which Tylenol overdose patients will survive with treatment and which will require a liver transplant to avoid death.


Interesting. But doctors aren't researchers. I don't dispute that medical research requires a lot of math.

When I was referring to first order ODEs, I was refering to this example "-deterimining how long an E oxygen tank will last any given air flow rate".

To be a doctor, you need a level of knowledge in the medical field that definitely requires such basic math.

Unless of course, you are happy with doctors not actually understanding anything about medicine but knows how to read the instruction manuals on the machines.
meadbert
Profile Blog Joined October 2010
United States681 Posts
July 30 2012 14:51 GMT
#863
I use algebra all the time in my job and it is very required.

If we let kids skip algebra at age 12 or whenever they take it these days, then we are effectively letting them close a lot of doors at a very young age. Should 12 year olds be making those kinds of decisions?

A second question is should more students just be in vocational programs. We would probably have a more prepared workforce if we did allow students to just decide to get vocational training starting somewhere between 12-15, but that also closes a lot of doors at a young age.
eScaper-tsunami
Profile Blog Joined July 2009
Canada313 Posts
July 30 2012 14:52 GMT
#864
I don't think the journalist is suggesting to completely removing math or algebra from the education system in US. And just as an example, I live in Canada and grade 12 math isn't even a requirement to graduate. However, grade 12 math is a requirement to get into sciences, math, engineering, economics, and business majors but otherwise not considered in admission in universities.

Like the journalists has suggested, there are a lot of evident benefits for students and parents. Some parents spend thousands of dollars getting tutors or sending their kids to after school academies just so their kids can pass math. I don't think any of those parents are hoping their kids to be mathematicians, engineers or economists. Let's be honest, there are a lot of kids who just simply can't do algebra and I'm sure most of them know that themselves. And for the most part, these kids become manual labour workers which is still an essential part of our economy.

However, I don't believe comments like
“to expect all students to master algebra will cause more students to drop out.” For those who stay in school, there are often “exit exams,” almost all of which contain an algebra component. In Oklahoma, 33 percent failed to pass last year, as did 35 percent in West Virginia."
implies that algebra is too hard or students can't learn algebra and therefore algebra should not be an requirement from graduation. I think this is more of a reflection that education in North America (Yes, Canada included) has been too slack on the kids in elementary schools and simply lack the fundamentals in mathematical analysis.

RuhRoh is my herO
r.Evo
Profile Joined August 2006
Germany14080 Posts
July 30 2012 14:53 GMT
#865
On July 30 2012 20:19 evanthebouncy! wrote:
yeah I mean... I can vouch for optional learning in Algebra only if I can attain optional learning of Literature.

Do I quote shake-a-spear?
Do I care if some essay was written cleverly to "prove" a point supposedly another writer wrote?
No.

So... to make it even, make high level literature beyond grammar and 3 paragraph essay optional. Then I can take algebra as optional.

And thus, a new age of knowledge begins. Oh, wait... while we're at it, can we cut art, music, religion, history, physics and chemistry, too please? Most students won't need all that stuff in their real life.


On July 30 2012 15:33 swiftazn wrote:
Speaking of Neil Degrasse Tyson:



Not to mention the Algebra that people are failing at is mathematics from well lets see.... about 2-3 thousand years ago....

This needs more attention. Dude is so much more elaborate than any of us. <3
"We don't make mistakes here, we call it happy little accidents." ~Bob Ross
Judicator
Profile Blog Joined August 2004
United States7270 Posts
July 30 2012 14:54 GMT
#866
On July 30 2012 22:53 paralleluniverse wrote:
Show nested quote +
On July 30 2012 22:45 TheFlash wrote:


So what exactly do you use math for?


-trach tube size calculations
-acceptable blood loss calculations during surgery or procedures
-Calculate FIO2 when air is being used rather than N2O.
-deterimining how long an E oxygen tank will last any given air flow rate (there are a lot of calculations that are important when discussing patient breathing)
-quick, on the fly drug dosing for patients (much is weight-based)

Are you serious? This sort of stuff isn't done on a computer like every other profession? It almost seems archaic.

You go away to solve a math problem during surgery?

Also, nothing here seems to involve math beyond grade 12. Mostly just arithmetic and simple formulas, possibly a first order ODE, but nothing more sophisticated than that.


More like computers and machines stop working, what do you do now? Oh shit I didn't take algebra in grade school and now my patient is dying; let's hope the other people in the OR knows whats going on.
Get it by your hands...
synapse
Profile Blog Joined January 2009
China13814 Posts
July 30 2012 14:57 GMT
#867
I fail to see how removing algebra would solve anything. You would go from some people not learning algebra to nobody learning algebra.

As long as western culture propagates this idea that failure in the classroom is never the child's fault, we will keep getting completely retarded suggestions like cutting algebra out of schools. ITS FUCKING ALGEBRA, NOT MULTIV CALC >.>
:)
paralleluniverse
Profile Joined July 2010
4065 Posts
Last Edited: 2012-07-30 15:01:43
July 30 2012 14:59 GMT
#868
On July 30 2012 23:54 Judicator wrote:
Show nested quote +
On July 30 2012 22:53 paralleluniverse wrote:
On July 30 2012 22:45 TheFlash wrote:


So what exactly do you use math for?


-trach tube size calculations
-acceptable blood loss calculations during surgery or procedures
-Calculate FIO2 when air is being used rather than N2O.
-deterimining how long an E oxygen tank will last any given air flow rate (there are a lot of calculations that are important when discussing patient breathing)
-quick, on the fly drug dosing for patients (much is weight-based)

Are you serious? This sort of stuff isn't done on a computer like every other profession? It almost seems archaic.

You go away to solve a math problem during surgery?

Also, nothing here seems to involve math beyond grade 12. Mostly just arithmetic and simple formulas, possibly a first order ODE, but nothing more sophisticated than that.


More like computers and machines stop working, what do you do now? Oh shit I didn't take algebra in grade school and now my patient is dying; let's hope the other people in the OR knows whats going on.

Since when does a machine just stop working?

The reason why calculations are done on a computer is because it would take days to do by hand. Not everything is as simple as substituting a number in an equation. Computers use algorithms.

Try fitting a linear regression model with 20 data points and 2 response variables by hand. It would probably take an hour. Try it for 1000 data points and 20 response variables, it would probably take a week.

Try solving a partial differential equation numerically, for example with finite difference methods, by hand. It would probably take a month.

Try a MCMC simulation without a computer. It's virtually impossible.

If the computer breaks down, the solution isn't to do it by hand -- it's fix the computer or you're fucked.
Perscienter
Profile Joined June 2010
957 Posts
July 30 2012 15:01 GMT
#869
Where's the selection, if you don't teach algebra anymore? Algebra is not required in the corrupt world of business, media and politics. They don't apply it, because they are sloppy. Being sloppy, but making many contacts is the concept to win in western democracies.
hypercube
Profile Joined April 2010
Hungary2735 Posts
Last Edited: 2012-07-30 15:06:43
July 30 2012 15:05 GMT
#870
On July 30 2012 23:51 meadbert wrote:
I use algebra all the time in my job and it is very required.

If we let kids skip algebra at age 12 or whenever they take it these days, then we are effectively letting them close a lot of doors at a very young age. Should 12 year olds be making those kinds of decisions?

A second question is should more students just be in vocational programs. We would probably have a more prepared workforce if we did allow students to just decide to get vocational training starting somewhere between 12-15, but that also closes a lot of doors at a young age.


That points to the main problem with today's attitudes. It is assumed that if you're bad at something at age 12 you will be bad at it your whole life. Motivation is a huge part of learning. If a kid decides they want to be an engineer at 16 they should get the opportunity to "make up" for the amount of math they missed out before.

Instead the most likely reaction will be: "LOL you're bad at math, forget about it."

Realistically, high-school math isn't that hard when you get good instruction and you're extrememly motivated. If the base workload is kept in check (and that's a big if), there's no reason why a 16 year old can't make up for 5 or 6 years of missed knowledge in 2 years.

I think we should let kids learn what they _want_ to learn, for at least 50% of the school time. At some point they'll bump into something that takes algebra to understand, at which point they will learn it.
"Sending people in rockets to other planets is a waste of money better spent on sending rockets into people on this planet."
Tarot
Profile Joined February 2011
Canada440 Posts
July 30 2012 15:10 GMT
#871
On July 30 2012 23:53 r.Evo wrote:
Show nested quote +
On July 30 2012 15:33 swiftazn wrote:
Speaking of Neil Degrasse Tyson:

http://youtu.be/P0E-9uJgDZU

Not to mention the Algebra that people are failing at is mathematics from well lets see.... about 2-3 thousand years ago....

This needs more attention. Dude is so much more elaborate than any of us. <3

Indeed. Neil Degrasse Tyson really hit it on the head.

Also of course: jobs jobs jobs
Gogleion
Profile Blog Joined June 2009
United States534 Posts
July 30 2012 15:10 GMT
#872
This makes no sense to get rid of algebra.

How I see it is that our education is decreasing, then we blame something other than the students, and reduce the challenges that they go through. Then the students don't have challenges and don't try in school then they get worse grades, then we reduce the challenges that they go through because it's clearly not their fault, then they don't think school is important so then they don't try and then get worse grades, which then makes us think that the education system is too tough, so then we bring down the challenges, but then the students don't have to apply themselves and then get bored and when they get bored they get bad grades, so then they get dumber and we think it's not their fault so then we reduce the challenges that they go through.

It took millions of years for humans to develop intelligence beyond any other species, but at this rate we are going to lose it faster than we gained it.
EffOrt. That is all.
Deleted User 101379
Profile Blog Joined August 2010
4849 Posts
July 30 2012 15:11 GMT
#873
On July 30 2012 23:59 paralleluniverse wrote:
Show nested quote +
On July 30 2012 23:54 Judicator wrote:
On July 30 2012 22:53 paralleluniverse wrote:
On July 30 2012 22:45 TheFlash wrote:


So what exactly do you use math for?


-trach tube size calculations
-acceptable blood loss calculations during surgery or procedures
-Calculate FIO2 when air is being used rather than N2O.
-deterimining how long an E oxygen tank will last any given air flow rate (there are a lot of calculations that are important when discussing patient breathing)
-quick, on the fly drug dosing for patients (much is weight-based)

Are you serious? This sort of stuff isn't done on a computer like every other profession? It almost seems archaic.

You go away to solve a math problem during surgery?

Also, nothing here seems to involve math beyond grade 12. Mostly just arithmetic and simple formulas, possibly a first order ODE, but nothing more sophisticated than that.


More like computers and machines stop working, what do you do now? Oh shit I didn't take algebra in grade school and now my patient is dying; let's hope the other people in the OR knows whats going on.

Since when does a machine stop working?

The reason why calculations are done on a computer is because it would take days to do by hand. Not everything is as simple as substituting a number in an equation. Computer use algorithms.

Try fitting a linear regression model with 20 data points and 2 response variables by hand. It would probably take an hour. Try it for 1000 data points and 20 response variable, it would probably take a week.

Trying solving a partial differential equation numerically, for example with finite difference methods, by hand. It would probably take a month.

Try a MCMC simulation without a computer. It's virtually impossible.

If the computer breaks down, the solution isn't to do it by hand -- it's fix the computer or you're fucked.


Of course those things are done on a computer but think of simpler things like the previously mentioned dosage calculation.
Note: I'm not in the medical field and i never watched Dr. House, so my examples might not be the best.

The patient has an ABC value of X, i know it takes amount Y to normalize it from value Z, how many milligram should he get to normalize the value so he doesn't die?

Another example: The surgery will take X minutes and the patient weights about Y kg. Administering anesthesia for that duration requires a dosage of Z. After ~75% of the time you notice that the anesthesia wears off early, how much do you have to add?

You can't go to a PC to do that since that would violate about 20 hygene rules, you have to do that in your head. You need to have a good grasp of math to be able to approximate the values correctly on-the-fly.

Noone says you have to do statistics or simulations in your head or by hand but there are lots of situations where you can't use a PC or even a calculator.
Ssin
Profile Blog Joined August 2010
United States88 Posts
July 30 2012 15:14 GMT
#874
Remember, stuff done on computers was intially programmed by someone who actually knew how to do math. Plus computers are not always available even in this day and age. And even if they are, in some situations are much slower than what the human brain can calculate using symmetries.
paralleluniverse
Profile Joined July 2010
4065 Posts
July 30 2012 15:15 GMT
#875
On July 31 2012 00:11 Morfildur wrote:
Show nested quote +
On July 30 2012 23:59 paralleluniverse wrote:
On July 30 2012 23:54 Judicator wrote:
On July 30 2012 22:53 paralleluniverse wrote:
On July 30 2012 22:45 TheFlash wrote:


So what exactly do you use math for?


-trach tube size calculations
-acceptable blood loss calculations during surgery or procedures
-Calculate FIO2 when air is being used rather than N2O.
-deterimining how long an E oxygen tank will last any given air flow rate (there are a lot of calculations that are important when discussing patient breathing)
-quick, on the fly drug dosing for patients (much is weight-based)

Are you serious? This sort of stuff isn't done on a computer like every other profession? It almost seems archaic.

You go away to solve a math problem during surgery?

Also, nothing here seems to involve math beyond grade 12. Mostly just arithmetic and simple formulas, possibly a first order ODE, but nothing more sophisticated than that.


More like computers and machines stop working, what do you do now? Oh shit I didn't take algebra in grade school and now my patient is dying; let's hope the other people in the OR knows whats going on.

Since when does a machine stop working?

The reason why calculations are done on a computer is because it would take days to do by hand. Not everything is as simple as substituting a number in an equation. Computer use algorithms.

Try fitting a linear regression model with 20 data points and 2 response variables by hand. It would probably take an hour. Try it for 1000 data points and 20 response variable, it would probably take a week.

Trying solving a partial differential equation numerically, for example with finite difference methods, by hand. It would probably take a month.

Try a MCMC simulation without a computer. It's virtually impossible.

If the computer breaks down, the solution isn't to do it by hand -- it's fix the computer or you're fucked.


Of course those things are done on a computer but think of simpler things like the previously mentioned dosage calculation.
Note: I'm not in the medical field and i never watched Dr. House, so my examples might not be the best.

The patient has an ABC value of X, i know it takes amount Y to normalize it from value Z, how many milligram should he get to normalize the value so he doesn't die?

Another example: The surgery will take X minutes and the patient weights about Y kg. Administering anesthesia for that duration requires a dosage of Z. After ~75% of the time you notice that the anesthesia wears off early, how much do you have to add?

You can't go to a PC to do that since that would violate about 20 hygene rules, you have to do that in your head. You need to have a good grasp of math to be able to approximate the values correctly on-the-fly.

Noone says you have to do statistics or simulations in your head or by hand but there are lots of situations where you can't use a PC or even a calculator.

Did you just make all of that up?
Trasko
Profile Blog Joined July 2010
Sweden983 Posts
July 30 2012 15:18 GMT
#876
Math is amazing.
Jaedong <3
harlock78
Profile Joined November 2011
United States94 Posts
July 30 2012 15:50 GMT
#877
On July 30 2012 17:19 Whitewing wrote:
Show nested quote +
On July 30 2012 17:14 ZapRoffo wrote:
On July 30 2012 17:07 Whitewing wrote:
On July 30 2012 16:59 ZapRoffo wrote:
On July 30 2012 16:37 Whitewing wrote:
On July 30 2012 16:31 ZapRoffo wrote:
On July 30 2012 16:17 Whitewing wrote:
On July 30 2012 15:30 ZapRoffo wrote:
I've been tutoring middle, high school and lower college math for about 8+ years now, seen tons of students from many different schools, and I've had the same thought as the article to an extent for a little while now. Here's the deal: a good part of algebra (mainly algebra 2), most of geometry, all of pre-calculus/trig and calculus+ math is super-specific and not relevant to the lives of at least 75% of the population's lives. The kids ask me, why do I need to learn this, and I don't have a good answer for them other than to show that you can because people care about it. Geometry (other than an application of logic and just introducing trig functions and right triangles and planes and lines and stuff) is especially useless even as a prerequisite for later math and hard to motivate kids for, yet everyone has to take it.

Ideally, if I were education dictator, here's what my proposition would be. It has one major hairy point I'll point out. For kids who are on track for average to above average non-art university, it's basically the same math system as it is now because that's not really where the problem is. For everyone else though, the non-college bound in particular (which is a lot), most of algebra and on is really pointless and it hangs them up as the article talks about. There are some things in algebra that are basic reasoning skills everyone should learn, like solving for unknowns in simple situations and speed/distance/time problems for example.
But beyond that these students would be so much better served if instead of doing:
most of algebra,
geometry,
algebra 2,

they did:
basic logic
personal finance/very basic economics,
basic statistics and probability instead.
basic mechanical physics

It would be so much easier for them to see how this stuff relates to their lives and for teachers to tie lessons into the kids' experiences than with what they are learning in what high school math is mostly about now. And most of the higher achieving kids end up taking these as more advanced electives at some point and are much more likely to learn things like good finance habits in their home lives.

The hairy issue is you have to place the kids rather early in one of the paths, but I think for the kids who really struggle with things like pre-algebra or algebra it's really a no-brainer that they shouldn't be beating their heads against the wall trying to push through it.


I don't know how you'd teach even very basic economics without introductory calculus, you need to know how derivatives work in order to do anything on the margin, and good luck doing PPF's without it. You can't do any useful statistics or probability without better than basic algebra skills (anyone struggling with algebra 2 will have trouble), and you can't really learn any useful physics without more than algebra 1 level math.


I took AP economics in high school that had 0 calculus required, you never learn margins are derivatives in it, you just do all discrete examples, you don't need any complicated math for it, and I mean very basic economics any way (well below , and more focused on household/job finance and practical things. Very basic statistics and probability, the kind that is useful for everyday life (chances of things happening/not happening, expected value, etc.), not the kind that is useful for deciding whether an experiment result is significant (you can go over bell curves in general and some milestones on it, and say you have to fall this far from the center to be pretty sure of yourself, that's the kind of depth I'm talking).

Kids who are failing algebra in high school are so far below needing to do what you call "useful statistics"--that stuff is not useful to them. There's a big bias here because this forum is way higher income and educated (or potentially education for the young folk) than the people the article is talking about.


Economics based entirely on discrete examples is essentially useless, real life examples generally don't look like that. It's simply not useful. Certain core concepts like the Tragedy of the Commons problem and Opportunity Cost can be useful, but without the proper background, truly understanding these basic things is difficult, and mastering them is impossible. (Good luck properly explaining other important core concepts like dominant strategy and the prisoner's dilemma, and then providing real life examples that actually exist and having them solve it without mathematics). You're going to teach finance (even basic finance) to students struggling with algebra? Really? These are students who have difficulty calculating compound interest. And you don't have to teach econometrics or advanced stats and probability, but I doubt students struggling with algebra are going to get much out of teaching formulas (because you can't do more than that without a stronger background) for basic probability problems. It's useless, and serves no purpose.

The issue is one of simple problem solving skills: students who struggle with algebra 1 etc. simply haven't developed them, and they need to. Providing easier classes for them to teach basic skills in these subjects will not help, because of the fundamental lack of problem solving skills. As Neil Degrasse Tyson more or less said in the video, studying math and science wires your brain to solve problems and to reason.

Even if the student masters the formulas in the classroom setting, the student is unlikely to be able to utilize the skills in that class in real life due to a lack of problem solving skills.

Giving them an easy way out, so that they don't have to learn how to think isn't helping them, and it isn't helping society (since you took economics, you should know what a social good is, and education is one). Taking some different routes and methods to help them learn how to be a problem solver is what would help them, they never developed the skills necessary to think logically, which is the problem. Solve that, and algebra becomes very easy, and the entire issue is moot.


You aren't understanding how basic I mean. It's very easy to give examples related to real life that highlight the tragedy of the commons or prisoner's dilemma without going into theory at all, and have it be interactive. If that goes well you can do the simplest math form of a problem. Like finance, just understanding that interest exists and the idea of having money in the bank or invested vs. spending it or holding it as cash, and doing simple interest, that's the sort of thing that would be appropriate and which many of the kids from less strong home situations might not get.

On July 30 2012 16:38 dogabutila wrote:
You use algebra working at a gdamn grocery store. I know, I work at one. It's depressing how many times a cashier or even a customer can't do the math right and I end up having to embarrass somebody. Algebra isn't precalc or anything.


That's the sort of basic reasoning that I do think is essential in algebra. But then factoring, or finding roots of higher degree polynomials, or simplifying rational and radical expressions, that's the sort of thing that is so removed from life it's just an exercise in weird symbols and rules to them.



My argument isn't that teaching those very basic concepts without math at an absurdly simplistic level is impossible, my argument is that it's pointless and useless to do so, because they won't be able to properly apply what little they do learn outside of the classroom. Instead, focus on developing their critical thinking skills and getting them to learn how to solve problems and think logically and in abstract terms as well, then everything else becomes much simpler, and they'll be far more successful.


We have different views on how valuable conceptual understanding is. That's one of the main things I learned in economics major. Guess what? Almost all the main economics major courses are useless as far as actually applying anything specific to the world. There are no scenarios you can calculate like a simple monopoly or perfect competition graph, and macro is just nuts how many confounding variables there are, good luck with that, predicting anything with macroeconomic models you learn in school is laughable. It still develops critical thinking skills when you learn about principles.

Deciding how many people I can feed on this salary and where I can live: that's practicing a critical thinking skill same as finding polynomial roots. It's just one is more abstract, and some people are never going to, nor need to grasp things in that abstraction.


I too have an economics degree, and I think you missed the point. The purpose of all those graphs and models wasn't to show you how real life works at all, they were to explain relationships between different variables and events (such as the relationship between supply and demand, or the relationship between the supply of the labor market and wages). You used mathematics to learn principles and concepts, principles and concepts which aren't really possible to properly learn without the math. Sure, someone can tell you "price ceilings cause dead weight loss!" and can even color in the triangle on the graph for you to make you see it, but without actually knowing and understanding where all those lines on the graph come from, you learn absolutely nothing.

The point I made before that you somehow missed is that with your plan, you aren't teaching any principles, because they don't have the background to learn principles. You are teaching watered down, fluffed up formulas with a description that will go right over their heads, that they won't be able to apply when faced with a situation in life that calls for it due to a lack of basic, fundamental understanding and critical thinking skills.

Thus, useless.


So should we not bother vulgarizing science because 90% of people don't get the principles thus this is useless?
Too much STEM elitism here.

The fact is algebra up to linear equations is fundamental for everyone, but that is middle school, not high school (I hope; not too familiar with US school system). However polynomial and non linear functions, trigonometry and other high school algebra is useless for a large number of professions: Everything around non technical communication-media-advertisement-journalism, humanities, law, lower office jobs etc...
There could definitely be improvement in the way algebra is taught, but I don't think it should be a requirement in these fields if this lead to such dropout rates. If individuals really need this math they can do it at a slower pace or later on in life. Yes algebra is good for the brain, citizen development etc.. but let's be realist here. Its not the only thing, and many people truly fear and hate it.
In lower office jobs, even if there seem to be an algebra component, there will be a software where you just repeatedly enter numbers you were told to enter. Employers typically don't care if you understand the principles or not.


]343[
Profile Blog Joined May 2008
United States10328 Posts
July 30 2012 16:06 GMT
#878
On July 30 2012 23:49 Crownlol wrote:
Ok, remove algebra since it's almost never used in the workplace. But replace it with something more relevant, like C.


And how do you expect someone to learn C (or any programming language) without understanding of basic abstractions like variables and functions?

On July 30 2012 22:45 Markwerf wrote:
The major flaw of this article is that it implies that dropouts are bad. They are not. Weeding out bad students early on is crucial and math just happens to be a good indicator for that.


I think in the US, dropouts are generally viewed as bad because (a) they increase crime rates, (b) the US wants a high graduation rate to boast about.
Writer
ShaLLoW[baY]
Profile Blog Joined January 2007
Canada12499 Posts
July 30 2012 16:10 GMT
#879
If you can't learn how to find x given that x + 2 = 5, or do similiar operations with multiplication and division, you are a moron. I can understand Arts kids bitching about Calculus II and up because it's tricky if you don't have the mindset for it, but Algebra? Seriously.
ALEXISONFIRE ARE FUCKING BACK (sAviOr for life)
Louis8k8
Profile Joined December 2011
Canada285 Posts
Last Edited: 2012-07-30 17:41:57
July 30 2012 17:40 GMT
#880
For preparing college/university education that has anything remotely close to rational thinking. I'm a university engineering student and always bitch about 'what's the point of learning all this bullshit?' (I was complaining about linear algebra, aka vector spaces, diagonalization and that abstract stuff)

Really it's not practical at all. But my prof explained to me (after directly asking him why are we learning half the shit we learn), he said it opens the mind and trains it to think rationally.

For algebra, what you are really doing is looking at the bare-bone of a problem with all the extra useless crap stripped away. And then you realize you can re-arrange the situation in anyway you want as long as you follow a set of rules, and the result will be the same. This kind of process of problem solving directly applies to real life. It's not the actual numbers and calculation itself. It's simply thinking of alternatives, looking past the useless extra things, while confined within rules.

It's like abiding by federal/municipal laws. You learn to follow them but not be confined into a single thoughtless step-by-step method someone else told you to do. It's almost subconscious learning. The plain math itself is rarely applicable, but what it trains your brain to do is something really valuable.

============
While it's seemingly shallow/stupid, people in reality will lower their respect towards you if you don't know your algebra.
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