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On December 01 2016 14:19 Nyxisto wrote: Also not everything in education policy is just intuitive, some teaching methods may seem weird at first but are actually backed up by testing. Making classrooms smaller is one such thing. It's a hugely popular policy in many countries but most studies show that it's actually not that helpful and resources are often better spend elsewhere. If you stick to the same teaching methods you use for 32 students yes the result will barely improve when there are only for example 10. You need to change the way you teach with 10 students to get better results.
In general every couple of years there seems to be a new way to teach math. Here is a 'fun' song by Tom Lehrer from the 1960s highlighting how 'new math' was taught back then.+ Show Spoiler +
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On December 01 2016 21:06 Banaora wrote:Show nested quote +On December 01 2016 14:19 Nyxisto wrote: Also not everything in education policy is just intuitive, some teaching methods may seem weird at first but are actually backed up by testing. Making classrooms smaller is one such thing. It's a hugely popular policy in many countries but most studies show that it's actually not that helpful and resources are often better spend elsewhere. If you stick to the same teaching methods you use for 32 students yes the result will barely improve when there are only for example 10. You need to change the way you teach with 10 students to get better results. In general every couple of years there seems to be a new way to teach math. Here is a 'fun' song by Tom Lehrer from the 1960s highlighting how 'new math' was taught back then. + Show Spoiler +https://www.youtube.com/watch?v=UIKGV2cTgqA
Well, education progresses. Just because everyone was in school and think that it worked kind of ok for them, a lot of people assume that the right way to teach things is exactly as they learned them. But one of the main ideas of modern ... anything is the constant cycle of review and improvement. Todays computers are different than the computers 20 years ago. Todays physics are changed from the physics known 20 years ago, and are constantly evolving. Compare the bike that you are riding today to one that your parents rode in their youth. It has changed. Psychology and pedagogics are evolving sciences.
But for some reason, people just assume that how you teach something is stationary, and any change is obviously silly, because it was "fine the way it was".
Firstly, even if it was "fine", that does not mean it can not be better. And secondly, it was very much not fine, if you take a look at the science and math literacy of the average person. Take fractions, for example. Fractions are amazing. You can calculate a lot of stuff easily with fractions. They have been taught in school for ages. And yet, a lot of people will have problems adding or multiplying fractions without technical aids. I have seen people using a calculator to calculate 1/9 + 1/9. That obviously means that a) They do not understand what fractions are, and b) they can't even use the mechanical rules the memorized correctly.
Another big problem in math education is sluggish knowledge. People do theoretically know how to apply a formula, but they just never use that knowledge when they are confronted with a problem that usually warrants using it. As mentioned previously, there are a lot of people who can recite the solutions formula for quadratic equations or the pythagorean theorem when prompted, but they would NEVER use those formulas in any other context except when specifically asked for them. In their case, math education has obviously failed.
And thus, there is a push to improve maths education. This is an incremental process, where people have theories, test them an practice tests, and eventually those theories get implemented into public schools. At which point the final results get monitored, and new theories get formulated based on new data, and new ideas are being brought into the discussion. Education is an evolving science, and thus it is to be expected that education changes over time. Anything else would be silly. Yet a lot of people do not seem to be able to grasp this.
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In a campaign commercial that ran just before the election, Donald J. Trump’s voice boomed over a series of Wall Street images. He described “a global power structure that is responsible for the economic decisions that have robbed our working class, stripped our country of its wealth, and put that money into the pockets of a handful of large corporations.”
The New York Stock Exchange, the hedge fund billionaire George Soros and the chief executive of the investment bank Goldman Sachs flashed across the screen.
Now Mr. Trump has named a former Goldman executive and co-investor with Mr. Soros to spearhead his economic policy.
With Wednesday’s nomination of Steven Mnuchin, a Goldman trader turned hedge fund manager and Hollywood financier, to be Treasury secretary, a new economic leadership is taking shape in Washington.
Mr. Mnuchin will join Wilbur L. Ross Jr., a billionaire investor in distressed assets, who has been chosen to run the Commerce Department, and Todd Ricketts, owner of the Chicago Cubs, who has been picked to be deputy commerce secretary. All are superwealthy and to be overseen by the first billionaire president in United States history.
That two investors — Mr. Mnuchin and Mr. Ross — will occupy two major economic positions in the new administration is the most powerful signal yet that Mr. Trump plans to emphasize policies friendly to Wall Street, like tax cuts and a relaxation of regulation, in the early days of his administration.
While that approach has been cheered by investors (the stocks of Bank of America, Goldman Sachs and Morgan Stanley have been on a tear since the election), it stands in stark contrast to the populist campaign that Mr. Trump ran and the support he received from working-class voters across the country.
Anthony Scaramucci, a hedge fund executive and member of the Trump transition team, insisted on Wednesday that appointing wealthy investors did not contradict the campaign’s populist message.
“The working-class people of the United States, they need a break,” Mr. Scaramucci said. “And we need to switch them from going from the working class into the working poor into what I call the aspirational working class, which my dad was a member of.”
Still, Democrats were quick to attack the latest nomination.
“Steve Mnuchin is just another Wall Street insider,” Senator Bernie Sanders of Vermont and Senator Elizabeth Warren of Massachusetts said in a joint statement. “That is not the type of change that Donald Trump promised to bring to Washington — that is hypocrisy at its worst.”
So far, none of the nominees who will be shaping economic policy have any significant experience in government.
Source
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On December 01 2016 21:06 Banaora wrote:Show nested quote +On December 01 2016 14:19 Nyxisto wrote: Also not everything in education policy is just intuitive, some teaching methods may seem weird at first but are actually backed up by testing. Making classrooms smaller is one such thing. It's a hugely popular policy in many countries but most studies show that it's actually not that helpful and resources are often better spend elsewhere. If you stick to the same teaching methods you use for 32 students yes the result will barely improve when there are only for example 10. You need to change the way you teach with 10 students to get better results. In general every couple of years there seems to be a new way to teach math. Here is a 'fun' song by Tom Lehrer from the 1960s highlighting how 'new math' was taught back then. + Show Spoiler +https://www.youtube.com/watch?v=UIKGV2cTgqA + Show Spoiler [Completely offtopic] +Tom Lehrer is a genius. Here is my favourite:
+ Show Spoiler [EDIT: still offtopic] +Listening to a playlist on youtube: I didn't know this was by Tom Lehrer. I just know it as one of the songs my father sings with his guitar, but it is also great. Incredibly dark, but funny as hell: And an encore (only if you enjoyed the one above):
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On December 01 2016 20:33 {CC}StealthBlue wrote: So Pat McCrory gets a recount in Durham County. A largely black county.
Quite obvious what his strategy is now, to get enough percentage of votes disqualified in order to win.
Durham County also had early voting the full 17 days including Sundays. The first week didn't have very many of the early voting places open though.
On December 01 2016 20:43 Simberto wrote:Show nested quote +On December 01 2016 20:33 {CC}StealthBlue wrote: So Pat McCrory gets a recount in Durham County. A largely black county.
Quite obvious what his strategy is now, to get enough percentage of votes disqualified in order to win. Why are there so many recounts in american politics? And why do people expect them to change the result? Is your counting really that bad in the first place? If the results of a recount are not almost always extremely similar to the first count, you have a systemic problem in place. Furthermore, why are the results of the recount expected to be more accurate than the first count? Doesn't this just leave more room for manipulation? And as far as i know, the US uses electronic voting machines. How does one even recount those?
They use electronic voting machines, but paper ballets. You should just be able to take all the ballets and put them through the machine again.
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On December 01 2016 20:43 Simberto wrote:Show nested quote +On December 01 2016 20:33 {CC}StealthBlue wrote: So Pat McCrory gets a recount in Durham County. A largely black county.
Quite obvious what his strategy is now, to get enough percentage of votes disqualified in order to win. Why are there so many recounts in american politics? And why do people expect them to change the result? Is your counting really that bad in the first place? If the results of a recount are not almost always extremely similar to the first count, you have a systemic problem in place. Furthermore, why are the results of the recount expected to be more accurate than the first count? Doesn't this just leave more room for manipulation? And as far as i know, the US uses electronic voting machines. How does one even recount those? The machines aren't even connected to the internet so I'm still not seeing how they could be hacked by Russians.
PA judge just threw out recount petition http://www.timesherald.com/general-news/20161130/montgomery-county-judge-dismisses-recount-petitions
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On December 01 2016 15:39 IgnE wrote:I mean you know multiplication tables are just facts, right? They still have kids memorize them because you have to memorize facts to make use of them. If you are constantly reconstructing basic facts then even simple problems are going to take forever and be error prone. But I take your point. There is more than one way to skin a cat. @ Danglars Show nested quote + I see only the frustration of parents no longer able to teach their elementary school children multiplication and division and percents. Talking about ten-sticks and breaking every 3-digit addition problem into 3 separate processes just confuses them. Language arts was more hearing from the teachers complaining about implementing a strict approach to what is taught when -- to comply with district implementation of the English program. I do some volunteer tutoring for elementary and high school students, and I see teachers that explicitly grade down the "old way" of math (stack & add carrying ones, stack and multiply with zeros/offsets, skip coloring 2x as two green blocks (-1) as a yellow block and (+3) as a red block ((in this nerd dominated forum, just imagine yourself being forced to get out the colored pencils for every prealgebra problem. It's killer)). Context is California's SoCal elementary and high schools.
Yeah I have imagined being asked to do the stupid coloring for every problem. It is a waste of time, you are right. But you are framing the problem improperly. - the old pedagogy works for some and leaves many behind (just look at adult math literacy in this country)
- the new pedagogy in common core teaches a bunch of different ways to build math intuition
- smarter kids are going to be bored and frustrated when asked to use colors to do problems they can do in their head
- but the new method might be more effective for the vast majority of kids who are not above average
You have to ask what the point of compulsory schooling is and implement policies that meet the end. In this country school is not about identifying the smartest kids so that they can be set on a separate track to maximize their talents. It is about bringing up as many people as possible to a common denominator so that America has a functioning citizenry that can perform the basic mental tasks required of service sector employees and consumers. I could, for example, argue that the smart kids who are frustrated should just learn to play the game because that is what school is. If your choice is an ineffective pedagogy that is fine for only the best students, and a pedagogy that can be tedious for those who simply do, but helps a lot more average and below average students understand basic mathematical concepts what is your choice going to be? These are basic policy questions. You are totally able to voice criticism of the system for not identifying talented students, or even criticism of that individual teacher. Knowing multiple ways to do a math problem is not an end in itself, as you are well aware, so teachers that "grade down" for using the "wrong" method are working against themselves. When I spoke to a teacher who specialized in teaching other teachers how to teach common core math, she specifically said, when asked, that teachers are not supposed to do that. The whole point is that the kids are taught a variety of methods of solving problems and can use whatever makes the most sense to them. Obviously this idea can be complicated, especially when basic math concepts are rephrased under a new discourse and parents don't understand why teachers are talking about how "tens" are different than "ones". But that's a parent issue. The point is that your criticism about teachers requiring bright students to color for every prealgebra problem might feel right to you, but it's really divorced from the goals of the public school system itself. It's not as if the old system didn't bore smart kids too. That's not the point. I know it has been sold as a more effective pedagogy over a larger range of students. But the educational outcomes studies I've seen shows a greater achievement gap compared to methods in use before common core was implemented (and if I have time this weekend I could try to pull them up again). I noted the big changes to say what a break it was from previous. The size and scope dictates it should only be implemented (bottom up and district-based) if it proved more effective. I see no gain in stymying gifted kids while also ensuring those from poor backgrounds do worse/minority students do worse: it's lose-lose.
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Achievement gaps per se are not a problem.
You can easily reduce achievement gaps by just only teaching to the lowest level, thus moving them up. If you previously did not do anything for the top students, and are now doing stuff that helps them improve, you have just increased the achievement gap. But you did not cause a problem.
An achievemnt gap is a problem if it is the result of teaching to the top and leaving the bottom by the wayside. But generally speaking, equal results should not be the goal of education, because that means trying to push the top and bottom into the middle. It is a good idea to push the bottom into the middle, but for the top it is silly.
What your goal should be is to educate everyone most effectively. This means that the top will charge ahead. As long as you don't neglect the rest to only work with the top, this is fine.
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In my elementary school, I think starting from around 5th grade there were a couple different tracks for math and english, where basically some of the kids who were doing really well in the main class were pulled in a slightly more advanced one (parents had the option to put their kids in the alternate track as well). I thought that was a pretty good system.
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[B]On December 01 2016 18:23 Laurens wrote: Show nested quote +Otherwise you get phenomena where, for instance, your kids can add 7+2=9 and 3+4=7 but they can't add 73+24=97 because they view 2-digit addition as a completely different thing. Does this actually happen or was that just a made-up example? Some of the stuff on that common sheet seems like it would make children worse at math instead of better. It really happens. I mean I'm hearing this second hand, but according to my friend that just started teaching this year, you can tell when a kid doesn't really understand why he's doing what he's doing what he's doing because if you vary irrelevant aspects of how you write the problem they can't do it anymore. Even more trivial stuff than moving from one digit to two digit math, like writing the problem horizontally instead of vertically, or putting a box around something. It breaks the ritual, and they don't understand any more.
That's why you teach like five different strategies, so they start to realize there's nothing magic about a particular way of writing numbers on the page.
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On December 01 2016 14:56 ChristianS wrote:Show nested quote +On December 01 2016 13:05 Monochromatic wrote:On December 01 2016 12:49 Nyxisto wrote: I have never really followed the common core debate closely, it's essentially about creating national education standards in secondary education right? Why is this bad? ![[image loading]](http://truthinamericaneducation.com/wp-content/uploads/2013/03/Common-Core_10_thumb.jpg) User was warned for this post Is this what Common Core is about? I have a buddy who just started as a teacher and he told me this is what they were all about in his education classes. The new teaching philosophy is to focus more on students understanding the underlying reasons for what they're doing instead of just rote memorization of how a particular problem is solved. Otherwise you get phenomena where, for instance, your kids can add 7+2=9 and 3+4=7 but they can't add 73+24=97 because they view 2-digit addition as a completely different thing. Why would that be anything but good? Certainly in my own anecdotal experience, that rote memorization thing was one of the biggest problems with math education. I knew plenty of people who could do the ritual but didn't know what any of this stuff actually meant, and 5 years later could recite the quadratic formula but couldn't tell you when or why you would want to solve a quadratic equation, or even really what it means to "solve" an equation. It's like we're just teaching kids a weird puzzle game with numbers, and not doing a great job of teaching them when and how this puzzle game actually relates to real life. I don't know much about Common Core, but is that really what people are objecting to?
I know growing up my school, or at least one math teacher in particular, tried to push some of these styles of learning on us and I had a big problem with it.
In math I was always pretty quick to grasp concepts (in part due to an older sibling), I knew how to add/subtract negative numbers before it was taught to me. So when I was given a sheet of 30+ negative number problems I could solve them in my head quickly... except that was never the assignment. The assignment was to do something like draw 10 bubbles, cross 3 out, and get 7 as the result of 10 + -3 and I had to do that every day. Doing that took 10x as long as it took me to do the underlying problem in my head and it really drove me away from doing well in math. I just couldn't bear solving the same thing I understood again and again and again and again in ways that took me unnecessarily long amounts of time.
It's not to say those techniques are bad, but there's definitely a problem with them if you're pushing them too heavily and causing kids who understand the concept to start to tune out the mundane work.
Basically from that year in particular (the teacher there loved assigning large amounts of work that all took a long time because of how you had to show your work) I struggled to stay out of the lower levels of math even though I generally understood math concepts pretty well (I did poorly the following year because I was so burned out on math on a year when I really needed to pay attention because it was the first time being introduced to algebra).
On December 01 2016 23:44 ticklishmusic wrote: In my elementary school, I think starting from around 5th grade there were a couple different tracks for math and english, where basically some of the kids who were doing really well in the main class were pulled in a slightly more advanced one (parents had the option to put their kids in the alternate track as well). I thought that was a pretty good system.
Tieing in with the above, the problem is that the tracks can really set people down dark roads. The lowest level classes in my school were *really* low and that's for a very well respected public school system and if you get put down one of those roads it can really mess you up. The only reason I didn't end up in the lowest level of math was that my mom fought really hard to keep me out of that level. Because she did I graduated having cleared a middle level of the math track with good grades, got into a good college, and got good grades in that college. If I had been stuck down the low math level my college likely would not have even considered me as a candidate. Plus it's hard to jump back up from the lower tracks, it's not that the work is somehow magically easier; you just learn less. So after 1 year in the lowest level track if you actually could have done the middle track it's just flat out too late to change. The kids in the middle track have learned concepts that you haven't and those concepts (in say math at least) will be built on in the next class then you're kind of screwed. Instead of needing to be just good enough for the middle track you'd need to be good enough to do the middle track without the necessary fundamentals.
Not that I think you can get by with only one track I suppose, but tracks can have some real serious problems.
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Just to weigh in on the common core and education discussion. It has always been the case that in university math and physics, you have to know exactly what you're doing and why you're doing it; a thing severely lacking in math in Elementary school (at least when I grew up; I had nothing like common core). It was quite a culture shock for me at first, but I adjusted to it. But, in grad school, when I was a TA for first year physics students (most of whom were pre-med students who were just getting their obligatory physics class over with), that discrepancy was so noticeable it was painful.
It's not like a first year physics class is all that difficult. But it does require you to adapt the base of your understanding in unique ways to problems that aren't identical in syntactical form to example problems you have learned. And students just crumbled under this paradigm. Any person who has been a TA for lower year undergrad physics students can tell you that the most common question they ever get is "what's the formula for solving this problem?" It's a question that chips away at your soul, little by little, every time you hear it. Every different 1st year physics problem has a different "formula" of its own, so to speak, and the challenge is always to discover it through applying basic principles in a new way. But the students always seemed to believe that the challenge was supposed to be to plug the numbers from the formula into their calculator; as if you're supposed to be given a formula a priori for each question, and we simply just keep forgetting to provide it to them.
Anyway, I do remember a lot of my Elementary school math education. It was pure rote memorisation. The teacher would show a new "rule" and tell us that we do it that way because "that's just the way it works". There was never any distinction given to us between definitions or axioms, and theorems (rules that are true simply by definition vs rules that you can actually derive based on the building blocks of the definitions), so everything becomes a matter of "you do it that way because that's the rule". That is just such a profound betrayal of the concept of math that the kids might as well be memorising Shakespeare lines. I don't know a ton about common core, but any step in the direction of letting a kid understand what it is they're doing is a good step, and any mathematician or physicist will tell you the same thing. It has nothing to do with the "changing" field of math and physics, that's how it should have been taught for the last 3 centuries.
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On December 01 2016 23:44 ticklishmusic wrote: In my elementary school, I think starting from around 5th grade there were a couple different tracks for math and english, where basically some of the kids who were doing really well in the main class were pulled in a slightly more advanced one (parents had the option to put their kids in the alternate track as well). I thought that was a pretty good system.
But that's discrimination! What if the top class has only asian and white kids?!!
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Discrimination on the basis of aptitude is a different beast, but your desire to inject race into the discussion speaks volumes.
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On December 01 2016 22:56 Danglars wrote:Show nested quote +On December 01 2016 15:39 IgnE wrote:I mean you know multiplication tables are just facts, right? They still have kids memorize them because you have to memorize facts to make use of them. If you are constantly reconstructing basic facts then even simple problems are going to take forever and be error prone. But I take your point. There is more than one way to skin a cat. @ Danglars I see only the frustration of parents no longer able to teach their elementary school children multiplication and division and percents. Talking about ten-sticks and breaking every 3-digit addition problem into 3 separate processes just confuses them. Language arts was more hearing from the teachers complaining about implementing a strict approach to what is taught when -- to comply with district implementation of the English program. I do some volunteer tutoring for elementary and high school students, and I see teachers that explicitly grade down the "old way" of math (stack & add carrying ones, stack and multiply with zeros/offsets, skip coloring 2x as two green blocks (-1) as a yellow block and (+3) as a red block ((in this nerd dominated forum, just imagine yourself being forced to get out the colored pencils for every prealgebra problem. It's killer)). Context is California's SoCal elementary and high schools.
Yeah I have imagined being asked to do the stupid coloring for every problem. It is a waste of time, you are right. But you are framing the problem improperly. - the old pedagogy works for some and leaves many behind (just look at adult math literacy in this country)
- the new pedagogy in common core teaches a bunch of different ways to build math intuition
- smarter kids are going to be bored and frustrated when asked to use colors to do problems they can do in their head
- but the new method might be more effective for the vast majority of kids who are not above average
You have to ask what the point of compulsory schooling is and implement policies that meet the end. In this country school is not about identifying the smartest kids so that they can be set on a separate track to maximize their talents. It is about bringing up as many people as possible to a common denominator so that America has a functioning citizenry that can perform the basic mental tasks required of service sector employees and consumers. I could, for example, argue that the smart kids who are frustrated should just learn to play the game because that is what school is. If your choice is an ineffective pedagogy that is fine for only the best students, and a pedagogy that can be tedious for those who simply do, but helps a lot more average and below average students understand basic mathematical concepts what is your choice going to be? These are basic policy questions. You are totally able to voice criticism of the system for not identifying talented students, or even criticism of that individual teacher. Knowing multiple ways to do a math problem is not an end in itself, as you are well aware, so teachers that "grade down" for using the "wrong" method are working against themselves. When I spoke to a teacher who specialized in teaching other teachers how to teach common core math, she specifically said, when asked, that teachers are not supposed to do that. The whole point is that the kids are taught a variety of methods of solving problems and can use whatever makes the most sense to them. Obviously this idea can be complicated, especially when basic math concepts are rephrased under a new discourse and parents don't understand why teachers are talking about how "tens" are different than "ones". But that's a parent issue. The point is that your criticism about teachers requiring bright students to color for every prealgebra problem might feel right to you, but it's really divorced from the goals of the public school system itself. It's not as if the old system didn't bore smart kids too. That's not the point. I know it has been sold as a more effective pedagogy over a larger range of students. But the educational outcomes studies I've seen shows a greater achievement gap compared to methods in use before common core was implemented (and if I have time this weekend I could try to pull them up again). I noted the big changes to say what a break it was from previous. The size and scope dictates it should only be implemented (bottom up and district-based) if it proved more effective. I see no gain in stymying gifted kids while also ensuring those from poor backgrounds do worse/minority students do worse: it's lose-lose.
gifted kids were always stymied though. show me this data you have on achievement gaps.
as has been mentioned many times in the last few months, the best way to get rid of the achievement gap is integration.
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Sanya12364 Posts
As much as I dislike Common Core, it does strike at a problem in math education where many assumptions are baked into elementary school education. It isn't so much a problem with rote memorization of patterns and solutions as Common Core itself is a memorization of pattern and solution. However, applying Common Core derives some of the solutions that would otherwise have been taught directly.
It has been said that some students hit a wall at late secondary school math education; topics like prep school Algebra and Trignometry become major stumbling blocks because some students have to relearn the basics or unlearn rote memorization. Other students that grasped the basics instead only have to undo some assumption. Algebra and non-base 10 math is an example where certain assumptions from elementary math have to be undone.
However, I dislike Common Core for the excessive amount of emphasis on the fundamental logic pathways. Once the fundamental pathway has been fully illustrated, you want to bypass it most of the time and go back to it when you have to or occasionally as review.
Some of the other problems that I have with it is that one example where they undermined the transitive property of multiplication for some benefit that might be applicable 10 years later. That's screwed up.
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On December 02 2016 00:41 Logo wrote:Show nested quote +On December 01 2016 23:44 ticklishmusic wrote: In my elementary school, I think starting from around 5th grade there were a couple different tracks for math and english, where basically some of the kids who were doing really well in the main class were pulled in a slightly more advanced one (parents had the option to put their kids in the alternate track as well). I thought that was a pretty good system. Tieing in with the above, the problem is that the tracks can really set people down dark roads. The lowest level classes in my school were *really* low and that's for a very well respected public school system and if you get put down one of those roads it can really mess you up. The only reason I didn't end up in the lowest level of math was that my mom fought really hard to keep me out of that level. Because she did I graduated having cleared a middle level of the math track with good grades, got into a good college, and got good grades in that college. If I had been stuck down the low math level my college likely would not have even considered me as a candidate. Plus it's hard to jump back up from the lower tracks, it's not that the work is somehow magically easier; you just learn less. So after 1 year in the lowest level track if you actually could have done the middle track it's just flat out too late to change. The kids in the middle track have learned concepts that you haven't and those concepts (in say math at least) will be built on in the next class then you're kind of screwed. Instead of needing to be just good enough for the middle track you'd need to be good enough to do the middle track without the necessary fundamentals. Not that I think you can get by with only one track I suppose, but tracks can have some real serious problems.
I agree that having tracks can cause problems, especially if they become permanent trajectories. I liked that there was a degree of flexibility between the two tracks - I guess pretty much anyone could go into the "advanced" track (as well as leave more or less at any time), though in practice I'd estimate/remember about 20% of the class was in it. The program structure allows teachers to teach to their students capabilities somewhat better, but isn't really leaving anyone behind.
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Wait, in your experience were the different tracks part of the same class? In my case they were separate classes sometimes on completely different material (the lower science track took an earth science class while the middle & upper tracks started with biology and let you take a 2nd course in biology/chemistry/physics senior year).
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Sanya12364 Posts
On December 02 2016 01:18 ticklishmusic wrote: I agree that having tracks can cause problems, especially if they become permanent trajectories. I liked that there was a degree of flexibility between the two tracks - I guess pretty much anyone could go into the "advanced" track (as well as leave more or less at any time), though in practice I'd estimate/remember about 20% of the class was in it. The program structure allows teachers to teach to their students capabilities somewhat better, but isn't really leaving anyone behind.
The tracks often turn into permanent trajectories. The upper track can often cover topics at 2 times the pace as the lower track. The disparity between the two tracks then only grows more and more after the tracks split until after a few years, the difference is too big for students to cross.
At the same time, students and parents like the tracks because it enables the students to learn at a pace that is closer to their ideal pace.
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On December 02 2016 01:18 ticklishmusic wrote:Show nested quote +On December 02 2016 00:41 Logo wrote:On December 01 2016 23:44 ticklishmusic wrote: In my elementary school, I think starting from around 5th grade there were a couple different tracks for math and english, where basically some of the kids who were doing really well in the main class were pulled in a slightly more advanced one (parents had the option to put their kids in the alternate track as well). I thought that was a pretty good system. Tieing in with the above, the problem is that the tracks can really set people down dark roads. The lowest level classes in my school were *really* low and that's for a very well respected public school system and if you get put down one of those roads it can really mess you up. The only reason I didn't end up in the lowest level of math was that my mom fought really hard to keep me out of that level. Because she did I graduated having cleared a middle level of the math track with good grades, got into a good college, and got good grades in that college. If I had been stuck down the low math level my college likely would not have even considered me as a candidate. Plus it's hard to jump back up from the lower tracks, it's not that the work is somehow magically easier; you just learn less. So after 1 year in the lowest level track if you actually could have done the middle track it's just flat out too late to change. The kids in the middle track have learned concepts that you haven't and those concepts (in say math at least) will be built on in the next class then you're kind of screwed. Instead of needing to be just good enough for the middle track you'd need to be good enough to do the middle track without the necessary fundamentals. Not that I think you can get by with only one track I suppose, but tracks can have some real serious problems. I agree that having tracks can cause problems, especially if they become permanent trajectories. I liked that there was a degree of flexibility between the two tracks - I guess pretty much anyone could go into the "advanced" track (as well as leave more or less at any time), though in practice I'd estimate/remember about 20% of the class was in it. The program structure allows teachers to teach to their students capabilities somewhat better, but isn't really leaving anyone behind.
I went to a private highschool that had 5 of these tracks, the highest of which was taught AP courses as part of the senior corriculum, and the lowest didnt get any AP credit. you had to take a test to get into one of the higher tracks. I throught it was a great system that was better at focusing the direction of students. not everyone is going to be a CEO or go into a STEM field so not everyone needs to be taught to that level of knowledge. I think what they did right was not allow the lower tracks to be remedial courses, but just different in content. so instead of taking Calculus in junior and senior year, you took economics and some other social science class.
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