How a flawed idea is teaching kids to be poor readers (2019)
apmreports.org
apmreports.org
What common core, and this reading approach, seem to miss is that those are things that come after learning the foundations and rules.
I was taught with phonics, but 99% of words I read today are simply seen and recognized. Much like the 3 queuing method tries to create a process around. However, I think that is something that naturally develops through repetition. When someone reads the word “horse” and “house” enough times, the need to sound it out or read each letter goes away, but that’s not the starting point.
As much as I like to think I can determine a word’s meaning through context, when put to the test, I often miss the mark. Reading on an e-reader lowers the barrier to looking up unfamiliar words and I find myself doing it more often. I find my assumption based on context can often be less than correct. Maybe I’m close, but there is more nuance to the actual definition. Sometimes I’m completely wrong and the whole meaning of the paragraph changes. Not to mention, if I look a word up to learn the actual meaning, it might be something I can introduce into my own speech and writing without sounding foolish.
I relied on context a lot growing up, because I was too lazy to look things up. These days, with it being so easy, I don’t know why kids wouldn’t be encouraged to look up words they don’t know. I think my vocabulary would be much better had I grown up learning the words I didn’t know, instead of simply bypassing them.
But as he became more proficient he started using the graphics as a crutch to guess the words rather than sound them out and blend them. So I started covering the pictures with my hand as I turned the pages and his progress jumped ahead in the following weeks.
He is still learning and falls into guessing patterns too easily. However through accompanied parent reading every night he is progressing well (IMO).
> What common core, and this reading approach, seem to miss is that those are things that come after learning the foundations and rules.
The CA Common Core for math¹ is a very tiny spec that can be easily read in a day for the entirety of K-12. It's a spec meant to coordinate textbook publishers, test makers, and other content creators.
It offers very little restriction or guidance, in other words wide latitude, on pedagogical vision.
[1]: https://www.cde.ca.gov/BE/ST/SS/documents/ccssmathstandardau...
When you say it sounded like something to you, you communicate that you didn't understand what it actually meant and deduced the meaning through pattern-matching - which is exactly the problem here.
Common Core aims to rectify the problems introduced during the "New Math" era (and before it, too), which, like the "three cueing", took sense out of the art of reasoning and imagination we call mathematics.
To understand what I am talking about, I beg you (no exaggeration) to read Mathematician's Lament by Paul Lockhart[1].
It will give you an immediate understanding of how we teach mathematics wrong - like the article we are discussing exposes how we teach reading wrong.
[1] https://worrydream.com/refs/Lockhart_2002_-_A_Mathematician'...
I also went a watched a quick video on common core (which used a multiplication example) after reading Lockhart's paper, to try and better understand where I was going wrong, and where you were coming from. Prior to this, my last look at Common Core was many years ago, and fairly brief. It also lacked appropriate context, just the news, so I was entering with a bias (more on that bias later).
I do agree that providing a formula and telling kids to use it 100 times to drill it into their head is probably not a great way to teach. A person can't really extrapolate on ideas when they aren't understood, but rather memorized. It wasn't until after collage that I stumbled across some gifs showing how/why various formulas in geometry are what they are, and I was really upset that those types of things weren't shown in school. All I had was Donald Duck in Mathmagic Land, lol. I find it much easier to remember things if I can conceptualize them and understand why something is the way it is. If I can deduce it myself, to the paper's point, that is even better. That way, even if I forget the formula, I know how to get back to it.
My opinions on any change of the math curriculums have been colored by my own experience 25-ish years ago when my high school introduced Integrated Math, to replace the traditional track. My class was the first one without a choice. At the time we were told the idea behind Integrated Math was that no one needed high level math, so why bother preparing kids for it... which was an idea also touched on in the paper. I was planning on going into engineering and needing high level math, so that program kind of screwed me. To live in the author's perfect world, college would likely need to change as well to not assume knowledge of various things going into college level math programs. I liked math (or at least what I thought was math before reading that paper), and Integrated Math destroyed that for me. It was very unfortunate. A year after I graduated, I received a letter from my high school asking me about the program and what I thought of it after having been out for a year. I wrote a pretty scathing letter in response. The program was abandoned some years later. I tried to jump on the traditional track in college, but I did too well on the placement test, so they wouldn't let me take algebra, but didn't really get the foundation to effectively move forward into calc.
To this day, I still feel like I have a gap due to missing out on the traditional math track in high school, and the ramifications that had on my college and career (not that I'm doing bad, I'm probably better off for it). Hindsight being 20/20, I didn't actually need it, but things do come up from time to time that make me think I missed out. I've attempted, to go back a few times to learn on my own. Without being in school, and the boring nature of most mathematics instruction, I've never gone that far.
I like the ideas presented in the paper about viewing mathematics as art. At the risk of going against every point he was trying to make, are you aware of anything resources that teach mathematics through this lens that I could check out? Some sort of framework to give me problems to try to solve to lead me in the right direction, while also showing how to see math problems in the everyday and the solutions as art, instead of wandering around in the desert for the rest of my life hoping I stumble upon the problems/solutions that took centuries to uncover. Are some of the Common Core resources out there a good place, or is there something in the spirit of Lockhart's paper that is better?
There definitely are resources that I can recommend. Can't do this at the moment (work awaits!), but will come back to this in the evening.
One book that did a lot for me was What Is Mathematics?[1] by Courant and Robbins. Godel, Escher, Bach[2], while not strictly a math book (and not a book I actually finished reading), was another. These would be my go-to recommendations without thinking much.
There are also many more playful mathematics books that might be an even better fit for what you want, but I'd need to go through my bookshelf to pick some.
> It wasn't until after collage that I stumbled across some gifs showing how/why various formulas in geometry are what they are, and I was really upset that those types of things weren't shown in school.
I know, right? Me too.
BTW, if you have ever stumbled into this one:
https://www.reddit.com/r/math/comments/g15ei/tan_demystified...
...I made it for that exact reason. I need to come back to this stuff.
For example, I don't think that kids who struggle with common core math and then switch to the "normal way" (the way their parents learned) will have a leap in ability the way that kids who switch from three-cueing to phonics do.
At least half of the problem with common core math is that parents get a pit in their stomach when they look at their kid's homework and discover that they aren't familiar with the methods. The angst will lessen over time as we start to have kids whose parents grew up with the new methods.
There's certainly a long road ahead in getting math education right, but I imagine the long-term solution will look more like common core than the 20th century curriculum.
I'm not quite sure that's true. In my city, there is a local charter school that teaches math with only Common Core methods. The local public school teaches primarily Common Core, but also supplements it with Houghton-Mifflin workbooks of the sort that we learned 30 years ago. By 4th grade, the public school's math proficiency rates are 20 points higher than the charter school's. They draw from similar socioeconomic demographics - if anything, the charter school parents tend to be a bit more affluent and involved in their kids' educations than the public school's.
The main way they differ from what came before is that the CC standards expect students to be able to explain more of what they're doing and why, which is pushing a lot of people building curriculum to emphasize visual methods, bar models, etc. But that's not part of CC per se.
Understanding what you're doing is important. Understanding what you're doing on the way to getting the wrong answer is not really, unless your goal is to get the wrong answer. IMHO, getting the right answer should be the starting point for math education. It's not all of math education - there is a vital role for understanding what you're doing. And wrong answers have their place as well - it's actually very illuminating to work out what happens in number systems where 1/0=1 or 1/0=0 or is anything other than undefined, and then show how that means that every number is equal to every other number. But the big lesson from working these lessons is usually that mathematical conventions are what they are because it makes other branches of math simpler, and they could be otherwise (that's the whole point of having axioms), but then you'd have to deal with the consequences, which is often that certain results we take for granted don't hold.
In software engineering, we have a saying: "Make it work, make it right, make it fast." It means that you don't shoot for perfect code up-front. There's too much learning involved in just making useful code. But once you have something that works, you can anchor your explorations around something that already has a quantum of utility. At that point, you work on simplifying the approach, making it understandable, cutting out abstractions that aren't necessary and adding abstractions that make the problem shorter. And then when you're done with that, you add optimizations to make the program run faster, but only if necessary.
The point of starting with working code is to bound the search space, though. If you don't have that, you can find that you spin your wheels forever and never generate anything useful. Likewise, the point of phonics is to get you somewhere close to the right word. It bounds the search space, while whole-word or 3-cue approaches leave the beginning reader guessing indefinitely. And the point of drilling math problems until you're at least familiar with basic arithmetic is so that you can enter the conversation about "What does this all mean? Why do these approaches give the same answer? What happens if I take a slightly different set of axioms?" with knowledge of what that answer was in the first place.
Well, maybe that's really misdirected then, isn't it? Because the actual Common Core standards aren't really behind your complaints.
I don't really agree with the rest of what you say, though. Rote and math drilling are very important, but understanding is pretty important so you know what method to select. IMO, a good math class is 1/3rd rote, 1/3rd intuition/pictures, and 1/3rd efforts to add rigor.
It's worth noting the whole lot of the world introduces pictures and geometric methods early, like some of these curriculums are trying to do, and gets better results in math education than we have. Though I don't really think most US teachers know how to do that well, yet.
> Understanding what you're doing is important. Understanding what you're doing on the way to getting the wrong answer is not really, unless your goal is to get the wrong answer.
Everyone wants the right answer. A huge proportion of our population basically gives up on math at some point from 4th to 7th grade; they decide they're bad at it, and this self-assessment is more predictive of their future performance than their actual performance. This is really a general pedagogical thing rather than being rooted in standards or even curriculum, but a lot of the reason some teachers and programs are trying to celebrate partial success is to reduce this problem. The background trend is particularly harmful to girls, who for a variety of reasons tend to self-assess more harshly than boys.
In any case, this all has very little to do with Common Core, other than it started happening in the same decade. (Buying new textbooks to align with a new standard is a good chance to change things.) And it's really confusing to those of us with some domain knowledge who can't figure out the specific, non-CC reason why a particular person is complaining.
My background: I advise on math curriculum selection and development at a small private school; I coach a competitive MS math team that routinely wins (crushes— we are 4% of the local MS pop but had 8/12 of the top students last year) regional competition despite us being tiny. Our elementary school that feeds us adopted visual and explanatory methods early, and devoted a whole lot of effort at getting good at teaching this way. (Note, we didn't abandon rote practice. Also note that we are not really required to align with state standards, but for math we could do so with very little change).
We get a huge proportion of our student body through AP Calc; my eldest did it in 8th grade.
Another anecdote was that even the most struggled students in my classes, throughout my middle school and high school, had no problem reading popular fictions. And by struggle I mean they would fail pretty much every subject and could barely graduate high school. However, there were a few extremely popular novels when I grew up, and everyone talked about them. So, every student read them. The novels were written in pretty elegant language with lots of sophisticated words, yet my classmates had no problem understanding them.
Perhaps at some point you plateau and need to practice "micro skills". e.g. there's a point with chess where you stop getting better playing more games - but training puzzles can bump you out of the plateau.
I'm really confused by this. Yes, this is what skilled readers do once they are skilled. But when any kid is starting out, they are by definition a poor (brand new) reader. Of course they will not recognize a word as a sequence of letters! So how does this "new research" help?
What makes you think so? Perhaps some kids pick this up really quickly and practice it. Some kids learn faster how to run and kick a ball, and some learn faster how to ride a bicycle.
This appears to be the very basic, which is far from being enough to become a "skilled reader".
Next time you encounter a new word, try to catch yourself sounding it out in your head. I wasn't really aware of the process until I tried.
At one point in the article it states that indeed the trio of semantic/syntactic/graphophonic cues are used by readers. The article kind of dances around the point that even if these cues tend to be used by competent readers, it doesn't mean that training them directly is how novice readers need to learn.
I'm really coming round to this belief that there is no substitute for the "rote" drilling of basic skills.
I think it depends on the nature of the task for which the skill is used. But I agree. There are certain things that are just not realistic to master without rote drilling of some sort of supporting material.
At the same time I think rote drilling gets a bad reputation because poor teachers will tend to fall back on it in instances where it isn't particularly useful.
I personally had a low opinion of it until university, where I encountered two independent topics where it was clearly necessary.
Honestly the thing that really helped was just spending so much time on computers. Eventually something in my brain clicked and started memorizing shapes of the top of words. My eyes scan the top of the letters. I only fall through to looking at the individual letters when what I read didn't make sense. I can read pretty reasonably fast now.
At no point did I intentionally memorize word shapes. At no point in my life have I ever been conscious of recognizing words by shape. That might well be what's happening under the hood, but if so it's not something I have any awareness of. I just see a word and (in most cases) instantly know what it is without thinking about it.
I am an avid reader and I did not realize until I read about it that someone could struggle with reading because it is so effortless for me.
It is my story “don’t take others experiences for granted “, I have a bit more empathy for people knowing that.
wi hæv ɔl ðə tulz wi nid tə tɝn ˈɪŋɡlɪʃ ˈɪntu ə ˈlæŋɡwɪdʒ wʌn kæn rid wɪðˈaʊt ˈnidɪŋ fɔr jɪrz ˈtutərɪŋ. jɛt wi doʊnt bɪˈkəz ɪd bi tu mʌtʃ wɝk.
(the Achilles heel: any phonetically spelled language can only be correct for at most one dialect!)
In the end, maybe it is inherently wrong take that same word in different dialects is the same word. Usually they are close enough to be relatively intelligible.
https://en.wikipedia.org/wiki/Shavian_alphabet
Sequoyah famously brought the Cherokee from 0% to 90% literacy in a decade after he invented a syllabic writing system.
https://en.wikipedia.org/wiki/Sequoyah#Teaching_the_syllabar...
Literacy could be much easier if we switched orthography and now with technology everything can be auto-transliterated.
Takes more time than reading the article, but the podcast has IMO a nice pace of leaving you curious and giving you info. It includes opinions from teachers, parents, etc.
It's really common for me to encounter adults doing things like reading sentences haltingly, substituting in a completely wrong word with the same first letter now and then, or just giving up on a sentence, and these are just the ones with English as a first language.
Test yourself: what did you do when you encountered the words casphetato brolganic alvolamina sooveg in this sentence? A fluent English reader will just read them; I made them plausible and decodable, not like zprxapsi mnoqlkzb which I pulled out of a random number generator and a fluent reader may well do a double take at.
I wonder whether "many teachers and parents don't know there's anything wrong with it" is still true now.
1) Have them read subtitles out loud (from a different language so they can't rely on audio).
2) Have them skimp through the text and provide a summary afterwards.
I'm not very sure however how to GET there apart from the boring "read a lot". And reading a lot in today's video-infested age is simply, not realistic. When I grew up in communist Romania there was virtually no video content so much like a century before, the only form of ENTERTAINMENT was reading books. I read them because I was motivated by pleasure. Hated school-mandated readings, never did them or just cheated if no alternative but I did read a fuckton on my own volition because I repeat, that was the most powerful form of entertainment available.
If I were brought up today surrounded by video content everywhere: addictive shorts, game tutorials, movies... I'm not at all sure I would have cared much for reading.
It is what it is and we can't turn back time and expect today's kids to be as proficient readers as a gentleman of the 19th century, they just don't have the motivation anymore.
The gawddamned icons on a car's instrument panels are a classic example of the suckiness of this approach. My old car says "hot" "cold" "defrost" on the controls. The new ones each invent their own incomprehensible icons.
Most pictoglyphic written languages have evolved towards phonetics. Including Mayan, Egyptian, and western writing.
The trouble with it is how are you going to look up an icon in a dictionary? People aren't born with the knowledge of what that wretched icon for on/off means. Or that a drawing of an ancient Mesopotamian oil lamp means oil pressure.
Walter, if I told you to pull out the magnitude of Saturn before starting and then push it back in after the engine has warmed up, would you know what I'm referring to?
(the car I was just in had ~30 buttons and knobs on the steering wheel and console, not counting stalk functions, and paging through the languages on offer for the lcd displays I counted ~8 distinct script families)
The old-fashioned way to learn the symbols would have been to see them along with their description in the owner's manual, but that also has its drawbacks — I got a good deal on a new truck a few years ago, with the minor hook being that the only dead-tree manual it came with was in czech.
I've been in many foreign countries with zero knowledge of the language, and was able to quickly learn the words necessary, like "exit", "airport", etc. Fluency is completely unnecessary.
In your case it's 30 words. I submit it is not any harder to learn them than memorize 30 arbitrary illustrations that have no particular relationship to their function.
And, frankly, most everyone on the planet knows at least a few English words.
Maybe sometime when I get sufficiently nerdsniped I'll figure out how to re-silk all the physical labels in my car into the lang belta from The Expanse?
P seteshang
R ruserux
N naterash
D do
(Surely someone, somewhere, has a car with its buttons labelled in tengwar/quenya?)[1] https://4.bp.blogspot.com/_AtRmPUXq3uY/TGIVAre5JrI/AAAAAAAAA...
Should I press the SRH button, maybe the RAB button, how about BSD…
With some experimenting, it turns on the defroster - but only if it is in combination with another button with a bent rectangle on it.
Can't do search with an icon.
Having a single page in the manual with all buttons and their meanings would be helpful, and avoid having to look 20 different places if using the index. Once it's looked up, I think for me, an icon has a better chance of being remembered than trying to remember that SRH stands for Steering Responsive Headlights. SRH could mean just about anything, while a steering wheel and a headlight on a button would give me a pretty strong reminder that it's for making the lights move with the steering wheel, even if I don't remember the technical or marketing name for the feature.
For example, what's the icon for "stop"? There isn't one. We've all simply memorized what a red octagon means. There aren't any icons for verbs, only things, and with the very limited space for a drawing, they aren't going to reliably be interpretable.
My keyboard still labels keys with "Enter", "Delete", "PgDn", "Shift", etc. That's because there's no icon that means it.
This is required learning to get a driver's license. If anyone doesn't know what a red octagon is, they shouldn't be behind the wheel of a car. That same is true for any common symbol used in street signs.
Music playback has pretty universal iconography. ▶ ⏏. I'm sure anyone who used a walkman or discman in their youth could readily tell you what all these icons mean. It doesn't seem unreasonable that standards could/should be made for cars as well. As the names for things get longer and longer, the words are too long for the button, so we need something else.
> My keyboard still labels keys with "Enter", "Delete", "PgDn", "Shift", etc. That's because there's no icon that means it.
Many of these do have symbols. Some keyboards include them. The symbols are commonly used in menus to indicate the shortcut for the command in the menu.
"Enter" - ⏎
"Delete" - ⌦
"PgDn" - ⇟
"Shift" - ⇧
etc - https://www.webnots.com/alt-code-shortcuts-for-keyboard-key-...
These were established decades ago and widely used to this day. Page Down isn't so widely used, but neither is that key in general.
Here is a Thinkpad keyboard that uses many of them.
https://guide-images.cdn.ifixit.com/igi/SuQsONNAdfeYp1ZV.lar...
Phonetic languages are great when space is unlimited. Only so much can fit on a button, and a picture is worth a thousand words.
What's the picture for "go" ? What's the picture for "dog" as opposed to a picture for collie?
There are one million words in the English language. Are you going to memorize them all?
Picture languages simply do not work.
> It deosn't mttaer in waht oredr the ltteers in a wrod are, the olny iprmoetnt tihng is taht the frist and lsat ltteer be at the rghit pclae. The rset can be a toatl mses and you can sitll raed it wouthit porbelm. Tihs is bcuseae the huamn mnid deos not raed ervey lteter by istlef, but the wrod as a wlohe.
https://www.treehugger.com/why-your-brain-can-read-jumbled-l...
Not without problem. Reading that next was noticeably slower and more difficult than reading ungarbled words.
Which makes my point. Icons are not progress, they are regress.
...Is it really saying that to only memorize a bunch of words is insufficient, compared to memorizing lots? Is that the point being made there? Wasn't clear.
So you teach kids to sound out the words. To decode them. Mug-el = Muggle. But you're not sounding it out for long, you'll memorise it pretty fast. And if you forget it, you'll decode it again.
The point is the memorization will happen automatically to avoid doing the recognition. But if you just jump to memorization you've got no fallback and no way to ever memorise more, you have to actively learn it again. It's like putting cache layer above a database for recently retrieved values. Hell of a lot easier than trying to cache everything or manually predict the best values to cache.
There is a lot of evidence that the educational establishment is full of idiots. Alternatively, for the conspiracy theory that it is trying to create compliant peasants rather than educated citizens.
A tutor can do trial and error and eventually find a way that helps the student understand. School system has a needlesly specific curriculum that is decided a priori, and it's not optional.
I work with a lot of curricula. There are degrees of specificity. Common core is, notably, absurdly specific, and dense. It’s the US at its best, which is to say its worst. Including the fact that CC hasn’t ever really been touched since. This is seldom how curricula in actual developed jurisdictions are built.
There are also degrees to which a teacher can ‘play it by ear’ in their classroom. This is informed by their ability to do so competently, and the freedom allowed by their school, school system, etc. The existence of a curricula, even in a public education context, doesn’t inherently disallow a teacher from attempting different teaching styles to get through to a kid, or changing what they focus on in order to teach to their students’ zone of proximal development.
Schools “adapting to metrics” is very much moreso informed by the undeniably reality that, with any sizeable group of kids, and realistic constants on resources, you quickly need to start doing “formative assessment”, and doing assessment well is really hard.
Above all though, schools adapt to metrics because it’s what’s demanded of them by their bosses. By that, I don’t mean ‘educational bureaucrats’, I mean…parents, taxpayers at large, etc. ‘Hold hands under a rainbow and nothing bad ever happens’ individualised education is simply very hard to monitor, it’s very hard to hold anyone to account. Stakeholders hate this. They want measurement. They want numbers. And numbers invite systems, and putting people into boxes. We get exactly what we deserve here. Nothing more and nothing less.
It’s very different from the dreadfully boring memorization-based curriculum I had to endure.
Understanding is well and great, but instant and effortless arithmetic recall is table stakes.
I find it astonishing that term rewriting systems are considered esoteric mathematics that you don't see unless you work in a very specific and niche fields of mathematics or computer science.
Plenty of college students are doing multiple pages of derivations for their coursework.
$$ \frac{\frac{a}{b}}{c \times \frac{d}{\frac{e}{f}}} \times \frac{\frac{g}{h \times \frac{i}{j}}}{k} $$
And watch 98% of them fail to bring it to normal for a simple fraction.
Likely you misunderstood something here, not the people you talked to. Do you mean they get confused with that notation? Not understanding specific notation doesn't mean you can't do the thing.
In three classes totaling 43 students exactly one got it right and he was a double major from CS.
This is Latex, it renders nicely to: https://arachnoid.com/latex/?equ=%24%20%5Cfrac%7B%5Cfrac%7Ba...
Which is the question I posted all those many years ago.
Doing real algebra without something like the Kunth Bendix algorithm is somewhere between pointless memorization and the equivalent of a mathematical lobotomization.
That it wasn't invented until 1970 shows us just how poor we are at mathematics.
The world is full of people who are not smart and don't want to feel inferior. No conspiracy needed, we've collectively decided it's best to dumb down to a common denominator to make everyone feel included. That's what you're seeing here. To a degree this is part of a good society but it also removes incentives to escape mediocrity.
Perhaps attempts to abolish gifted and talented programs in schools?
In the metaphorical galaxy brain comic of this situation, “GATE programs fell out of fashion because of tall poppy syndrome” is the first or AT BEST the third frame.
It’s the line of thinking held by the ‘uninformed self-described smart guy’ contingent, that knows nothing about education, yet think that they can intuit their way through it. It’s unrealistic, naive, and utterly condescending. It’s no surprise that I see it so much in tech people.
Are you an educator or pedagogy researcher? You certainly act as if you are.
I've seen this firsthand. Kids who think they're gifted and talented, and coast with B's through high school. Then college Calculus hits and they realize they don't actually know math or how to reason about it - they only know the surface level of the pieces and how to apply them in a test.
You get what you pay for.
Pennsylvania attempted to put minimum standards on teachers; a big chunk of the teachers failed. When faced with the huge amount of money the state would have to shell out for teachers who could pass, Pennsylvania dumped the standards and never tried again.
Pay in education is garbage relative to all the other jobs a teacher is qualified to be doing instead.
And then we complain that education is dominated by the unqualified.
And so it goes.
Yes, school management has to genuinely document an "underperforming teacher". There is a full legal process that has to be followed and it takes time. Too bad, so sad.
However, the problem is that school management doesn't want to produce that "documentation". It is genuine work and has the downside of maybe exposing that the teacher isn't underperforming and now a countersuit is incoming. In addition, attempting to fire a teacher almost always causes a kerfuffle in the community unless the teacher is complete garbage. And, see, if you, as a superintendent cause a kerfuffle, that is going to hit the local news and the Internet and is going to be a negative mark when you want your next job (superintendents tend to move on while most teachers do not).
So, what your little shibboleth is advocating for is unlimited authority by the superintendent to punish anybody they deem a "troublemaker"--which is any teacher with the temerity to do something that might get in the way of their next promotion. And that optimizes for teachers who simply don't rock the boat under any circumstances irrespective of any teaching skill or educational results.
Not unless it is coupled with accountability for results.
My mom taught me how to read when I was 3. She sat there with the book and helped me through it. Heck I even remember my dad teaching me about the word “the”. I thought it was so funny that it was pronounced “thuh”.
Thanks to my parents I had zero problems with reading.
I think the only way to truly solve these problems is to teach parents the importance of loving kids!
I agree that in a perfect world, all kids would receive personalized reading instruction from their parents. In reality, though, the poor/disadvantaged kids who need such instruction the most are also least likely to have parents capable of giving it to them. Well-funded public education is one of the greatest socioeconomic equalizers we have and it's crucial that we continue to support and expand it.
> teach parents
These types of solutions don't work. "Teach people not to smoke" "Teach people to workout" "Teach people to be better people". We need real, actual solutions. As in processes we can take that prove better outcomes. Some hand-wavy "well just do better" isn't a solution. If anything, it's an anti-solution, as in it prevents real solutions getting through.
If you want to reduce crime for example, you reduce poverty via social programs and industry. That is proven, without a doubt, to work. "people need to be better" doesn't work.