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The story is here.
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They do what they do.
Thinking about schools and peers and parent-child attachments....I came across one of my favorite posts .
There is data that you can improve individual children's rate of learning in specific areas. The general rule of thumb is that the rate of improvement will be about x2 : i.e., if a certain concept or discrimination required 100 trials to master, the next similar learning task will take 50 trials, then 25, etc up to an individual's ceiling. This is nicknamed the "learning curve," although on a semilog graph it will be a straight line. Individuals do have ceilings -- in this as in most things. Learning rate, like IQ, is a range rather than a point, and something that is modifiable by environmental variables.Can a school that slows learning to a crawl via heterogeneous grouping, required collaboration, discovery, problem-solving, whole-to-part teaching and all the rest of it reduce a student's rate of learning?
Several early studies (1960's-1970's) were with severely handicapped children who needed THOUSANDS of repetitions to learn something. Their learning rate improved, under experimental conditions, to a much more normal (but still slow) rate. Thus, you will never turn a tortoise into a cheetah, but the tortoise might end up similar to an average dachshund. I have the cites on some of those articles but they are very recherché items in Sp. Ed. journals and not easy to look up. I'll see whether Catherine can run them down for me. Engelmann was a partner in some of them.
With more "normal" learners, there is lots of data in the PT [precision teaching] literature about improvement in learning rate. The Great Falls project (a school implementation of rate-building instruction in North Dakota in the 70's or 80's) collected quite a lot of data on this. The students' abilities generalized to many areas of the curriculum and the project was finally pulled, in part because too many kids ended up being classified as "gifted." One of the project managers was Ray Beck, who subsequently (and perhaps still) went to work for Sopris West. You could consult him for data on the project -- I know it has been published, but I don't know where.
PT practioners and their clinics also have a great deal of data on individuals and their rate of learning improvements. You could consult Elizabeth Haughton, the Center for Advanced Learning (CAL) in Las Vegas (can't remember the name of the person in charge), Dr. Kent Johnson at Morningside, Dr. Joe Layng who implemented many rate-building procedures both with stroke victims and with low-SES college students in his years in Chicago, Dr. Carl Binder and others for specifics of publications, data, etc. There's plenty out there, but you have to try hard to find it since it is in opposition to mainstream thinking.
Since my concern is with teaching students, not with convincing naysayers (I ignore them), I have made use of the lessons from these people to successfully get "hopeless" cases -- not only "dumb" kids but kids who learn at a slow rate -- functioning at higher levels so that they can compete in the mainstream successfully. Very few end up at the top of the heap (only one so far), but numerous others end up in the average range and that's what excites me, since they were initially regarded as too dyslexic, too stupid, too slow, too disadvantaged, too whatever, to succeed. At least once or twice a year I hear from one who has finished university, started a business, is successful in some field of study or application that I would never have thought of when he/she was a student (designing solar -powered homes in one case, marine biology in another, co-ordinating seniors' services for a community agency in a third). The point is that these students' can learn effectively (with DI, among other things) and their rate of learning can be maximized so that they are empowered to achieve meaningful goals.
In a perfect DI environment, you do periodically regroup students based on rate, but rate-building per se is not something DI people typically focus on, and its largest application has been with people in Special Ed populations (autism, developmental disabilities, LD). For people currently doing cutting edge work in the field, google Michael Fabrizio, Alison Moors, Richard McManus, Kent Johnson (I can probably think of others).
It's hard work, but it can be done. Will it be done routinely in the school system? Not in our lifetime I suspect.
There's another category -- ones I call "in school dropouts." They are physically present, keep the chairs warm, may engage in occasional Jokery, do well enough to pass, sometimes are B students, but are gifted and bored to death. They give token compliance, largely ignore what is going on, and are likely to do their own thing (write novels, program video games, draw and invent, etc.)from Paul:
These students are ones who also could and should be at the top but are completely disengaged. They don't make trouble, like Jokers, and they don't attract attention for doing what the school wants, like Nerds.
I spot them pretty often because in my early days in DC public schools I was one, too.
These are The Crafters, often found working on some clandestine project in their lap; could be homework, could be spitballs, or maybe they're reading a book.and:
I don' have too many of those because my furniture is such that they have no place to do their nefarious deeds without my eyes catching the contraband.
Funny thing is, my principal complained about my furniture in an observation. Silly me, I thought that was her domain. I mustn't have gotten the memo. :>{
Come to think of it, I do have one especially crafty Crafter. Let's call him Thomas Jefferson. Thomas's craft is rubber bands. He puts every ounce of his energy into shooting kids in the back of the head with little wads of paper shot from his crafty perch inside his extra bulky hoody that we are not allowed to ban.
I've been on to 'Jeff' for some time and he knows it. That's why the extra effort is required. He has to keep one eye on me, one on his victim, another on his copying, and the last on the door, lest the VP (who is also on to him) drops in for a surprise reconnaissance. Since he has but two eyes, he is mightily challenged to keep all these balls in the air, so to speak.
We moved him to another class, away from his best friends in order to least free up one eye for school work, since he'd no longer be with the copying enablers. This was a disaster. He went from a B to an F and mom got on the phone to fix his grades. She didn't call me, surprise! She called a sympathetic administrative ear to get him back to his old classroom to 'improve' his grade. It worked!
Old Tom will be back in his original class after the break. At least I'll be able to catch him at his craft more often as he'll be back to copying again which reduces his ability to watch me. He won't be getting his B back though, as I'm planning something special for his seating arrangement.
Hopefully mom will be back on the phone 'helping' her son in 5 weeks.
I'll do my part toward balancing the budget and give two form letters the district can use so Ms. Shafir can be hired on a consultant basis for her other duties.1. Dear Parent/Teacher/Student/Advocate/Newspaper:
CCUSD/BMES/DAMS/LMES/DWES/STMS/CSHS is an Excellent/High Testing/Really Neat School/District based on these entirely Reliable Test Scores/Eye Witness Accounts/Arbitrary Benchmarks/Football team record and due to the implementation of Everyday Math/Smartboards/SI/IB/AP/Finger paints.
Sincerely, Nedda Shafir
2.
Dear Parent/Teacher/Student/Advocate/Newspaper:
Unfortunately the district cannot talk/reveal/discuss/address/comment on the resignations/sexual abuse at DAMS questions/low test scores/high school teacher plagiarism/political infighting/anonymous bloggers due to reasons of privacy/security/reluctance/inconvenience. Please further all additional questions to Ms. Shafir/Dr. Ashby/The board where they may/or may not be addressed/skimmed/ignored.
Sincerely,
Nedda Shafir
Given that we typically want students to retain meaning, we will mostly want students to think about what things mean when they study. It would be nice if you could simply tell your class, “When you read your textbook, think about what it means.” Naturally, you know that’s not the case. The instruction to “think about meaning” is difficult to follow because it is not specific enough. A better strategy is for students to have a specific task that will force them to think about meaning.*
Through a series of studies, reading researcher Michael Pressley figured out a way to do this that asked students to pose just one simple, specific question. He encouraged students to ask themselves “why?” at the end of each sentence as they read passages. passages. In one study, fourth- through eighth-grade students read brief passages about animals.12 For example, one began, “The Western Spotted Skunk lives in a hole in the ground. The skunk’s hole is usually found on a sandy piece of farmland near crops.” After reading each sentence, students were to ask themselves why that piece of information might be true. The researchers found that doing so produced a quite sizable benefit to memory, compared with students who were simply told to read the passage and remember it.
turn the chapter's main ideas into questions
Any idea, phrase or sentence can be turned into a question by putting what, when, where, why, or how in front of it.
Take your reading assignment outline, extracted from your chapter signposts, and turn them into questions. The chapter title the background sources of Greek Civilization becomes what are the background sources of Greek Civilization?. A chapter title of The human body: a living machine becomes how is the human body like a living machine?.
Now you read each chapter, looking only for the answers to your questions.
You can see immediately what this technique does. It forces your attention on the main points, and prevents your being distracted by minor details.
source:
How to Double Your Child's Grades in School by Eugene Schwartz
Students should study until they know the material and then keep studying. How long they should continue studying depends on how long they hope to retain the material, how they will be tested, and other factors, but a good rule of thumb is to put in another 20 percent of the time it took to master the material.(So if it takes me 3 years to learn algebra 1 & 2, should I keep studying another 18 months after that?)
If you want to get a look at systemic performance of a school system's instruction it's useful to compare grade level performance on standardized tests. My district uses testing from the Northwest Evaluation Association (NWEA). Three times each year our kids are tested on their Measures of Academic Performance (MAP Tests). This is a computer driven adaptive test.
As kids answer questions (English and Math are tested separately about 80 minutes each) the tests adapt to their answers, seeking to produce appropriate questions for wherever they are academically. As a result we get RIT scores that are independent of grade level, i.e. if a third grader and an eighth grader get the same score, they've answered the same stuff correctly. You can read all about the scoring and nature of the tests on their site.
** WARNING: A bit of math is next. If you are math averse skip this section. ***
Academic tests, the length of peoples arms, the height of trees, and tons of stuff in nature conform to a normal probability distribution, more commonly known as the bell shaped curve. The curve is symmetrical about the mean of what you are measuring and it has the propery that the area under the curve, over some range, represents the percentage of people in that range. So for example, the area under the entire curve is 1 or 100%. The area from the minimum to the mean is .5 or 50%.
The shape of the bell can be narrow or broad as determined by the standard deviation of the data. Without going into the math just think of the standard deviation as the amount that the data varies from the mean. If you grow a certain variety of tomato in your back yard you might expect your tomatoes to have a wider range of diameters than the same variety grown in a greenhouse with controlled lighting and feeding. A perfect crop might have a distribution that looks more like a knife blade than a bell and a really bad crop grown next to your compost pile might look more like a mushroom than a bell.
*************** End of Math Warning *****************
For kids taking consecutive math courses in a perfect system you'd expect to get bells that all have roughly the same shape, marching across the page with equal spacing between them. NWEA expects about 8 points of shift in the mean for each year. Below is a graph from schools in my district showing math scores for grades 3-8. Each grade is represented below as a distinct curve.
Notice that the means (at the peak of the curve) are marching across the page as you'd expect but there are two concerns. One is that the means are not moving by 8 points which is the national average. The other is that the standard deviation is getting bigger, making each successive year exhibit a fatter bell. The right sides are moving. The left sides are relatively anchored. The peaks are lowering to make up for the plumper curves.
You can do some math on these curves to show that fully 33% of the eighth grade is performing at a level that 95% of the third grade reached. 29% of the 7th grade, 51% of the 6th grade, 83% of the 5th grade, and 91% of the 4th grade are mixing it up in their respective curricula with the same skills that 95% of the 3rd grade has.
We have the following systems driving this data: no retention policy (we even have retention tryouts), no remediation policy, group work, spiral curricula, constructivist, discovery 'learning' and an enormous (>30% transient) population. The data shows how it's working. These are system wide policies independent of school, text, or teacher quality.
In the normal distribution the mean value (at the peak) is the median. This happens because it's a symmetrical distribution.
For a teacher, this means your targeted lesson is the median child. 50% of your kids are above it and 50% are below it. Theoretically you aren't targeting anybody in the room. Of course this is where theory and practice diverge and of course you are bound to 'hit' someone with your lesson. But, the reality is that with all those 3rd graders in the room your attention is mostly focused on the neediest.
The panacea (silver bullet) for this is differentiation. If you really want to fix it though you have to start demanding mastery while at the same time doing away with arbitrary (non-academic) grade level groupings.
If you can replace grade levels with placement based on demonstrated mastery, differentiation goes the way of the dodo bird and all those fat bells go on a diet. You'll likely need less teachers while producing better results. It's not class size that matters, it's standard deviation.
Is it true there are lots of kids who decode fluently but have extremely poor reading comprehension?
Not really. You find the phenomenon of children who decode very well but understand almost nothing in only two populations: children with intellectual disabilities and children with very limited English. [yes! I am a "great decoder" in French & Spanish & probably in Italian and German as well. I understand quite a lot of what I read in Spanish (& used to understand a great deal); some of what I read in French; none of what I read in Italian and German. In my case great decoder/poor comprehender = not my native language]
In both groups you occasionally find students who quickly master the alphabetic principle, learn the required correspondences between sounds and symbols, and may even grasp patterns of speech and inflection, but do not know enough language to make sense of what they are reading. They lack the vocabulary, the syntactical sense (pronoun referents, subordinate clauses etc.)
In neither case (IMO) is it a problem that the student can decode well; the teaching challenge is to build the student's language comprehension in a variety of ways.
I often hear teachers say they have students who are "great decoders" and "poor comprehenders." I decided to investigate this phenomenon. I waved some $50 bills at a teachers' meeting and offered $200 to anyone who could find such a student for me who was NOT clearly an ELL case or a student with cognitive challenges.
I asked them to discriminate by using a simple task: take an example of text that the child can readily "decode" but can't "comprehend." Read the text to him or her, and do some oral comprehension items.
If the child can't answer the ORAL comprehension questions, you are not looking at a "reading" problem -- you have a language problem. Maybe vocabulary, maybe background knowledge, maybe receptive language comprehension generally --but not "reading."
On the other hand, if you have a child who understands material read aloud at a high level, but can't READ that text, you (usually) have a decoding problem.
We had a principal who used to tell staff that the school had lots of "great decoders" who were "poor comprehenders." (I think they tell them this stuff at principals' meetings.)
One year we tested the entire middle school (1:1 testing, more accurate). Guess what we found? We had NO students who were "great decoders" but "poor comprehenders," except for a few individuals in the recent immigrant or intellectually disabled group. We had DOZENS -- maybe a hundred -- kids who were poor DECODERS -- in almost every instance, they did not know vowel sounds, vowel digraphs/teams, or how to sound out multisyllable words. EVERY SINGLE KID said that their "strategy" for figuring out an unknown word was to "look at the first letter and guess." Now, where did they get that idea?
Something about DATA, as opposed to perception, changed attitudes. The principal started to encourage teaching decoding skills (without neglecting other important areas). Teachers became more aware of the need to teach kids to sound out words, to learn morphemes, word parts, and strategies for combining and disassembling them.
Now when we find kids who decode adequately, but are poor comprehenders, we usually see issues of rate and fluency. Children in eighth grade reading sixty words per minute can't keep up (Heck, sixty wpm won't cut it in FOURTH grade). So we work on that.
Stanovich somewhere put out a call in The Reading Teacher for data on students who were "great decoders" who could not understand what they read, and he got no useful case studies. Most students whom teachers refer to as "great decoders" are actually nothing of the kind -- if you measure what they do, they often lack critical decoding skills and read relatively slowly, so that the meaning of complex text gets lost in the effort required.