Archive for March, 2009

Want to Improve Education? Put Your Best Lessons on YouTube

At the Chronicle of Higher Education, Kevin Carey looks at the collapse of newspapers and sees higher education on the same trajectory.  I’ll defer to Carey on what the Internet might do to higher ed, but I suspect that as long as there is market value in the credential of a name-brand university degree in addition to the actual product of education, elite colleges needn’t worry about filling their freshmen class.  You can only take the newspaper analogy so far: nobody ever got an interview at a job fair merely by being a reader of The New York Times.

It seems to me there is a bigger opportunity, however, to use technology to radically improve K-12 education.  While not every child goes to a great school or has a great teacher, it seems reasonable to suggest that it’s easier–and faster–to get every child in front of a great teacher online than to get a great teacher in every classroom.  

YouTube, which is owned by Google, has just launched YouTube EDU, a service that puts college lectures online.  Great idea.  But how about K-12, Google?  Why not incentivize teachers to create first-rate videos by splitting advertising revenue from each viewing?  This could create a new source of income for low-paid teachers, and a rich trove of material for students.  While it obviously wouldn’t be a substitute for good classroom instruction, it could certainly supplement bad classroom instruction.  Such a resource would also be a boon for differentiated instruction and enrichment during school, homework help or tutoring after school–and a great resource for homeschoolers or parents whose children are trapped in failing schools. 

When you think about the enormous waste of teaching capacity that takes place every day — millions of teachers preparing lessons for audiences of two dozen kids — it seems a shame not to have a mechanism to capture great teaching and distribute it broadly for all students.  Tomorrow, thousands of teachers will teach their kids how to add unlike fractions.  Undoubtedly there are some real gems among them, some that could produce an “aha” in tens of thousands of kids.  In YouTube, the free distribution channel already exists.  Why not take full advantage of it?

The Slippery Slope of “Content”

The 21st Century Skills debate is back on again.  Lynne Munson of Common Core caused a ruckus at a P21 event at the NEA last week.  That sparked a response by Paige Kuni of Intel, who chairs the P21 board, over at Flypaper.  I won’t rehash the debate, but reading it and thinking about the ongoing dustup prompted a flashback.

Back when the World Wide Web was the Next Big Thing, I worked at TIME Magazine when it became the first major magazine to make its complete contents available each week on a then little-known service called America Online.  The project was regarded within the House the Luce Built with anything from amusement to irritation.  Those of us who were mixing it up online with readers were dismissed by some ink-stained colleagues as wasting our time on a fad, one that had more in common with CB radio than publishing.  But one criticism had merit then and still rings in my ears today.  It bothered many reporters and writers that we referred to their magazine pieces as “content.”  The very word connoted a commodity, something cheaply made, processed and packaged, sold by the ton and shipped in containers. 

So it is with P21.  I’ve come to conclude that they are genuinely bewildered by those of us who complain they are soft on rigor and academics.  Ken Kay and Co., I think, earnestly believe that they support “world class skills and world class content.”  But it’s the word content that causes the disconnect.  By referring to history, art, science, math, and literature as “content,” it seems to betray an orientation that dismisses the best of our accumulated knowledge, thought and expression as simply a bunch of stuff.  P21 is by no means alone in this.  Lots of people who favors a rigorous curriculum throw the word content around as convenient shorthand, present company included.   

Many of my erstwhile print colleagues adamantly — and in retrospect, correctly — refused to see themselves as “content providers.”  They were White House correspondents, investigative reporters, bureau chiefs, editors, writers and photojournalists.  They were probably right, even as they ended up on the wrong side of history.  One of the problems bedeviling print media today is precisely that newspapers and magazines have allowed themselves to become commoditized.  The reader doesn’t see the value (and doesn’t want to pay) for commodity news, cheaply available everywhere.   There’s a lesson in here for education somewhere.  It concerns who we are, what we do, and what–if we’re not thoughtful–we will allow ourselves to become. 

Over in the comments sections in Flypaper, Diana Senechal responding to Paige Kuni, nails the reductive nature of viewing everything as content. 

“I question the value of the sort of analogies you describe. The life cycle of the butterfly is fascinating in itself. The transformation from egg to butterfly is not just a story of “success”—it has intricate processes and startling beauty. There is no need to make superficial analogies with business. There is much of interest right here, in the subject, and it becomes more interesting with deeper study….Making connections is very important, but we have to be judicious about the kind of connections we make, lest we trivialize the subject. I am not a biologist, but I believe many a biologist would agree.

Biology teachers, who clearly see themselves as teaching science not content, would doubtless agree too.  Indeed, I doubt there are too many great teachers who view what they do in class as teaching “content.”  Those of us who worry that a skills orientation dulls academics need to find a better word to describe what we value if we want others to prize it as highly as we do.

Thanks, Dan

A heartfelt thanks to Dan Willingham for holding down the fort last week.  His series of posts from his new book Why Students Don’t Like Schools resulted in record traffic for the Core Knowledge Blog, and some fascinating and meaty conversation.  By writing about education from the perspective of cognitive science, rather than a personal, philosophical or political perspective, Dan has emerged as a unique, authoritative and potent voice in education and policy, and that was on vivid display last week.  If you haven’t bought a copy of Dan’s book yet, do so.  Last week’s blog posts were merely the tip of the iceberg.   

Much catching up to do this week, and much to discuss.  Including this.

Why Great Teachers Are Story Tellers

Just about every teacher at some point tries to trick their students into learning something by making it “relevant” to students’ interests.   You might be surprised to learn that I don’t think much of this technique.   I love cognitive psychology, so you might think, “Well, to get Willingham to pay attention to this math problem, we’ll wrap it up in a cognitive psychology example.” But Willingham is quite capable of being bored by cognitive psychology, as has been proved repeatedly at professional conferences I’ve attended.   Trying to make problems “relevant” can also feel forced and artificial, and students see right through the ruse. 

So if content isn’t the way to engage students, how about your teaching style? Students often refer to good teachers as those who “make the stuff interesting.” It’s not that the teacher relates the material to students’ interests-rather, the teacher has a way of interacting with students that they find engaging.

When we think of a good teacher, we tend to focus on personality and on the way the teacher presents himself or herself. But that’s only half of good teaching. The jokes, the stories, and the warm manner all generate goodwill and get students to pay attention. But then how do we make sure they think about meaning? That is where the second property of being a good teacher comes in-organizing the ideas in a lesson plan in a coherent way so that students will understand and remember. Cognitive psychology cannot tell us how to be personable and likable to our students, but I can tell you about one set of principles that cognitive psychologists know about to help students think about the meaning of a lesson.

The human mind seems exquisitely tuned to understand and remember stories-so much so that psychologists sometimes refer to stories as “psychologically privileged,” meaning that they are treated differently in memory than other types of material. I’m going to suggest that organizing a lesson plan like a story is an effective way to help students comprehend and remember.   

First, stories are easy to comprehend, because the audience knows the structure, which helps to interpret the action. For example, the audience knows that events don’t happen randomly in stories.  Second, stories are interesting and engage listeners more readily that other formats, even if the same information is presented.  Lastly, stories are easy to remember.

I’m not suggesting that teachers simply tell stories, although there’s nothing wrong with doing so. Rather, I’m suggesting something one step removed from that. Structure your lessons the way stories are structured, using the four Cs: causality, conflict, complications, and character. This doesn’t mean you must do most of the talking. Small group work or projects or any other method may be used. The story structure applies to the way you organize the material that you encourage your students to think about, not to the methods you use to teach the material.

Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

How Can I Help Slow Learners?

We’ve all heard anecdotes about accomplished people who struggled in school: Albert Einstein failed his first college entrance exam.  William Faulkner won a Nobel Prize for Literature without ever having accumulated enough credits to finish high school.  And Charles Schultz, the creator of the Peanuts comics had his illustrations rejected by his high school yearbook.  Doing well in school is not an absolute prerequisite for later success.  Still, teachers naturally want all students to get as much as they can from school.  How can we optimize school for students who don’t have the raw intelligence of other students?

Americans tend to view intelligence as a fixed attribute, like eye color. If you win the genetic lottery, you’re smart; but if you lose, you’re not. In China, Japan, and other Eastern countries, intelligence is more often viewed as malleable. If students fail a test or don’t understand a concept, it’s not that they’re stupid-they just haven’t worked hard enough yet. There is some truth in both.   Children do differ in intelligence, but intelligence can be changed through sustained hard work.   This belief in the malleable intelligence for students has many implications for classroom teachers and should play a role in how you administer praise and talk to students about their successes and failures.

 There is overwhelming evidence that there is a general intelligence.  It’s usually called g, short for general intelligence.  What exactly is g? It’s not known. People suggest it might be related to the speed or the capacity of working memory, or even that it’s a reflection of how quickly the neurons in our brains can fire. Knowing what underlies g is less important than knowing that g is real.  Having a lot of g predicts that we will do well in school and well in the workplace.

Still, if intelligence were all a matter of one’s genetic inheritance, then there wouldn’t be much point in trying to make kids smarter. Instead, we’d try to get students to do the best they could given the genetically determined intelligence they have. We’d also think seriously about trying to steer the not-so-smart kids toward intellectually undemanding tracks in schools, figuring that they are destined for low-level jobs anyway. But that’s not the way things are. Intelligence is malleable. It can be improved.

Slow learners are not dumb.  They probably differ little from other students in terms of their potential.   This should not be taken to mean that these students can easily catch up. Slow students have the same potential as bright students, but they probably differ in what they know, in their motivation, in their persistence in the face of academic setbacks, and in their self-image as students. I fully believe that these students can catch up, but it must be acknowledged that they are far behind, and that catching up will take enormous effort. How can we help? To help slow learners catch up, we must first be sure they believe that they can improve, and next we must try to persuade them that it will be worth it.

I have several suggestions in my book, including 1) praise effort, not ability; 2) tell students that hard work pays off; and 3) treat failure as a natural part of learning.  Points 2 and 3 are nicely made in this You Tube video titled Famous Failures:

<a href="http://youtube.com/watch?v=Y6hz_s2XIAU">http://youtube.com/watch?v=Y6hz_s2XIAU</a>

Try to create a classroom atmosphere in which failure, while not desirable, is neither embarrassing nor wholly negative. Failure means you’re about to learn something. You’re going to find out that there’s something you didn’t understand or didn’t know how to do. Most important, model this attitude for your students. When you fail-and who doesn’t?-let them see you take a positive, learning attitude.

 Tomorrow:  Great teachers are story tellers.

Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

How Can We Get Students to Think Like Experts?

“How can we expect to train the next generation of scientists if we are not training them to do what scientists actually do?”  This sounds sensible, even insightful,  but students are not cognitively capable of doing what scientists (or historians, writers, mathematicians, etc.) do.   It’s not just that students know less than experts.  As I’ll describe, what experts know is organized differently in their memory.

Even the greatest scientists do not think like experts when they start out. They think like novices. It’s not possible to think like a scientist or a historian without a great deal of training. Does this mean we shouldn’t ask students to write a poem or conduct a scientific experiment?  Of course not. (Some great examples and ideas for history can be found at the National History Education Clearninghouse). But we should understand the difference between the thought processes of experts and novices. 

Accomplished mathematicians, scientists, and historians have worked in their field for years, and the knowledge and experience they have accumulated enables them to think in ways that are not open to the rest of us. Thus, trying to get your students to think like them is not a realistic goal. “Well, sure,” you might be thinking. ” I never really expected that my students are going to win the Nobel Prize! I just want them to understand some science.” That’s a worthy goal, but it is very different than the goal of students thinking like experts.

Real scientists are experts. They have worked at science for forty hours (or more) each week for years. Those years of practice make a qualitative–not quantitative–difference in the way they think compared to how even a well-informed amateur thinks.  It will surely not surprise you to learn that experts have lots of background knowledge in their area of expertise. But the expert mind has another edge over the rest of us. The information in long-term memory is organized differently than the information in working memory.  We can generalize by saying that experts think abstractly.  When confronted with a classroom management problem, for example, novice teachers typically jump right into trying to solve the problem, but experts first seek to define the problem, gathering more information if necessary. Thus expert teachers have knowledge of different types of classroom management problem. Not surprisingly, expert teachers more often solve these problems in ways that address root causes and not just the behavioral incident. For example, an expert is more likely than a novice to make a permanent change in seating assignments.

Seeing things abstractly enables experts to home in on important details among a flood of information, to produce solutions that are always sensible and consistent (even if they are not always right), and to show some transfer of their knowledge to related fields. In addition, many of the routine tasks that experts perform have become automatic through practice.

Sounds great. How can we teach students to do that? Unfortunately, the answer to this question is not exactly cheering. The only path to expertise, as far as anyone knows, is practice.  One other interesting factor:  Great scientists are almost always workaholics. They have incredible persistence, and their threshold for mental exhaustion is very high. 

So if we can’t get students to think like experts what’s a reasonable goal?  Drawing a distinction between knowledge understanding and knowledge creation may help. Experts create. For example, scientists create and test theories of natural phenomena, historians create narrative interpretations of historical events, and mathematicians create proofs and descriptions of complex patterns. Experts not only understand their field, they also add new knowledge to it.  A more modest and realistic goal for students is knowledge comprehension. Student may not be able to develop their own scientific theory, but they can develop a deep understanding of existing theory.  A student may not be able to write a new narrative of historical fact, but she can follow and understand a narrative that someone else has written.

Tomorrow: How can I help slow learners?

Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

In Defense of Practice

“Drill and kill” are dirty words in education.  The teacher drills the students, which is said to kill their innate motivation to learn.  The word drill conjures up military imagery not associated with the more neutral term practice, which means the same thing.  On the other side of this debate are educational traditionalists who argue that students must practice in order to learn some facts and skills they need at their fingertips-for example, math facts. 

For teachers, the important question is whether the cognitive benefit of automaticity make it worth the potential cost to motivation.  The answer is that it is sometimes worth it, and even necessary. The question is how to get the benefits of practice while minimizing the costs.

Why do I say that practice is necessary? One benefit of practice is to gain a minimum level of competence. A child practices tying her shoelaces with a parent or teacher’s help until she can reliably tie them without supervision.  Less obvious are the reasons to practice skills when it appears you have mastered something and it’s not obvious that practice is making you any better. Odd as it may seem, that sort of practice is essential to schooling. It yields three important benefits: it reinforces the basic skills that are required for the learning of more advanced skills, it protects against forgetting, and it improves transfer-the ability to apply what we know in different circumstances. 

Working memory is the where thinking occurs   A critical feature of working memory is that it has limited space.  There are, however, ways to cheat this limitation. The first way is through factual knowledge, as I discussed yesterday. A second way is to make the processes that manipulate information in working memory more efficient.  In fact, you can make them so efficient that they are virtually cost free. Think about learning to tie your shoes. Initially it requires your full attention and thus absorbs all of working memory, but with practice you can tie your shoes without thinking about it. 

Likewise, beginning readers slowly and painstakingly sound out each letter and then combine the sounds into words, so there is no room left in working memory to think about meaning.  When students are first introduced to arithmetic, they often solve problems by using counting strategies until they gain command of basic math facts.  Learning to write or keyboard letters is laborious and consumes all of working memory, leaving you unable to think of the content of what you’re trying to write until it becomes automatic. 

What’s true of reading, writing and math is true of most or all school subjects, and of the skills we want our students to have. They are hierarchical. There are basic processes (like retrieving math facts or using deductive logic in science) that initially are demanding of working memory but with practice become automatic. Those processes must become automatic in order for students to advance their thinking to the next level.

So now we get to the payoff: What is required to make these processes shrink, that is, to get them to become automatized? You know the answer: practice. There may be a workaround, a cheat, whereby you can reap the benefits of automaticity without paying the price of practicing, but if there is, neither science nor the collected wisdom of the world’s cultures has revealed it. As far as anyone knows, the only way to develop mental facility is to repeat the target process again and again and again.

If practice makes mental processes automatic, we can then ask, which processes need to become automatic? Retrieving number facts from memory seems to be a good candidate, as does retrieving letter sounds from memory. A science teacher may decide that his students need to have at their fingertips basic facts about elements. In general, the processes that need to become automatic are probably the building blocks of skills that will provide the most benefit if they are automatized. Building blocks are the things one does again and again in a subject area, and they are the prerequisites for more advanced work.

Tomorrow:  How Can We Get Students to Think Like Experts?

Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

 

Understanding is Remembering in Disguise

In today’s world, is there a reason to memorize anything? You can find any factual information you need in seconds via the Internet.  Perhaps instead of learning facts, some teachers believe it’s better to practice critical thinking, to have students work at evaluating all the information available on the Internet rather than trying to commit some small part of it to memory.

Data from the last thirty years lead to a conclusion that is not scientifically challengeable: thinking well requires knowing facts, and that’s true not simply because you need something to think about. The very processes that teachers care about most-critical thinking processes such as reasoning and problem solving-are intimately intertwined with factual knowledge that is stored in long-term memory (not just found in the environment). 

Much of the time when we see someone apparently engaged in thinking, he or she is actually engaged in memory retrieval.   As I described yesterday, memory is the cognitive process of first resort. When faced with a problem, you will first search for a solution in memory, and if you find one you will very likely use it.  For example, you might have a friend who can walk into someone else’s kitchen and produce a nice dinner from whatever food is around.  When your friend looks in a cupboard, she doesn’t see ingredients, she see recipes. She’s drawing on her extensive background knowledge about food and cooking.  Take her to the garage instead, give her a box of auto parts and she will not be able to rebuild your carburetor. 

It’s often difficult for students to understand new ideas, especially ones that are really novel, meaning they aren’t related to other things they have already learned.  That’s because people understand new ideas (things we don’t know) by relating them to old ideas (things we do know).

Teachers put this idea to work all the time when they use analogies, which help us understand something new by relating it to something we already know about.  Science textbooks, for example, usually compare electricity to the movement of water. Electrons moving along a wire are like water moving through a pipe.

So, understanding new ideas is mostly a matter of getting the right old ideas into working memory and then rearranging them-making comparisons we hadn’t made before, or thinking about a feature we had previously ignored.

This is why understanding is remembering in disguise. No one can pour new ideas into a student’s head directly. Every new idea must build on ideas that the student already knows. To get a student to understand, a teacher (or a parent or book or television program) must ensure that the right ideas from the student’s long-term memory are pulled up and put into working memory.

Even this is easy to say but hard to accomplish.  Give a student an explanation and a set of examples, and they probably still don’t understand right away.  Even when students “understand,” there are really degrees of comprehension. One student’s understanding can be shallow while another’s is deep. Second, even if students understand in the classroom, this knowledge may not transfer well to the world outside the classroom. That is, when students see a new version of what is at heart an old problem, they may think they are stumped, even though they recently solved the same problem. They don’t know that they know the answer!  I elaborate in detail on these two issues – shallow knowledge and lack of transfer – in my book. 

Tomorrow:  In defense of practice

Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

Why Don’t Students Like School?

I have been writing about cognitive science and education for about six years now, and teachers have thrown a lot of questions at me. Many I did not feel comfortable answering-I felt that cognitive science didn’t have much to contribute. But for othersI felt that scientists did have some relevant knowledge that might apply to the classroom. When I heard such a question, I tucked it away.

After several years of saving questions, I collected nine that I thought were really central to teaching. The result was a book, Why Don’t Students Like School? This week I will post one entry each day that describes one question posed in the book and a highly abridged version of my answer.

The title-Why Don’t Students Like School? is not the question that I have been asked most often, but it is, to me, the most important. After I gave a talk at a conference, a ninth grade teacher asked me this question, obviously disappointed and frustrated. As she noted, almost everyone says that they like to learn new things; so why don’t students like school more?

It usually surprises people – and depresses teachers — when I tell them the brain is not designed for thinking. It’s designed to keep you from having to think. In fact, the brain is actually not very good at thinking.

Your brain serves many purposes, and thinking is not the one it serves best. Your brain supports the ability to see and to move, for example, and these functions operate much more efficiently and reliably than your ability to think. It’s no accident that most of your brain’s real estate is devoted to these activities. Compared to your ability to see and move, thinking is slow, effortful, and uncertain.

 About now you’re probably asking yourself, “Well, if we’re so bad at thinking, how do we function at all? How do we find our way to work or spot a bargain at the grocery store? How does a teacher make the hundreds of decisions necessary to get through her day?” The answer is that when we can get away with it, we don’t think.  We rely on memory, which is much more reliable than thinking.  Most of the problems we face are ones we’ve solved before, so we just do what we’ve done in the past.  We think of “memory” as storing personal events and facts, but it also stores strategies to guide what we should do: where to turn when driving home, how to handle a minor dispute when monitoring recess, what to do when a pot on the stove starts to boil over.  For the vast majority of decisions we make, we don’t stop to consider what we might do, reason about it, anticipate possible consequences, and so on. We just do what we always do. 

Saying we’re not very good at thinking sounds grim for educators.  But don’t despair. 

Despite the fact that we’re not that good at it, we actually like to think. We are naturally curious, and we look for opportunities to engage in certain types of thought. But because thinking is so hard, the conditions have to be right for this curiosity to thrive, and we quit thinking rather readily.  Solving problems – which I define as cognitive work that succeeds – makes us feel good.   

 From a cognitive perspective, an important consideration for educators is whether or not a student consistently experiences the pleasurable rush of solving a problem. What can teachers do to ensure that each student gets that pleasure?  I describe several practical applications in my book, but for now, I’ll focus on just one:  view schoolwork as a series of answers.  Sometimes I think that we, as teachers, are so eager to get to the answers that we do not devote sufficient time to developing the question. But it’s the question that piques people’s interest. Being told an answer doesn’t do anything for you.  When you plan a lesson, start with the information you want students to know by its end.  As a next step, consider what the key question for that lesson might be and how you can frame that question so it will have the right level of difficulty to engage your students.  

Lastly some practical advice:  Finding the sweet spot of difficulty is not easy. Your experience in the classroom is your best guide-if it works, do it again; if it doesn’t, discard it. But don’t expect that you will really remember how well a lesson worked a year later. Whether a lesson goes brilliantly well or down in flames, it feels at the time that we’ll never forget what happened, but the ravages of memory can surprise us, so write it down.  It’s worth making a habit of recording your success in gauging the level of difficulty in the problems you pose for your students.

Tomorrow: Why understanding is remembering in disguise.

 Daniel T. Willingham is a professor of psychology at the University of Virginia and the author of Why Students Don’t Like School: A Cognitive Scientist Answers Questions About How the Mind Works and What it Means for the Classroom (Jossey-Bass, 2009) from which this post was adapted. 

FDA Approves Drug That Harms “Only 7% of Patients”

Would that headline raise your eyebrows?  Of course it would.

So why is it no big deal that a GAO report shows that only 7% of schools spend less time on the arts under No Child Left Behind?  As one headline put it, ”GAO finds school arts curriculum not hurt by standardized testing”

Over at Eduwonk, Andy says that if the report had shown a higher percentage of schools reporting a loss of class time on the arts there would have been a big stink.  I have no doubt that’s true.  But it’s equally wrong (not that Andy says this) to dismiss concerns about curriculum narrowing by saying it’s “only” seven percent of schools.  Also, the GAO report notes teachers at schools identified as needing improvement and those with higher percentages of minority students were more likely to report a reduction in time spent on the arts.

FIrst, there’s every reason to be skeptical of data gathered by estimating time spent on a subject rather than measuring it.  But more to the point, why suggest that curriculum narrowing at “only” seven percent of schools is not a cause for concern?  If a prescribed drug had adverse side effects in “only” seven percent of patients–and a higher rate among poor and minority patients (!) – it would be subject to an immediate recall and the line of lawyers filing suit would “only” stretch for miles.

It’s easy to dismiss these findings when it “only” happens in someone else’s school.

I have not poured over the methodologies and results of the GAO report in detail, but one thing does jump out.  According to the GAO, most elementary school teachers-about 90 percent-reported that instruction time for arts education remained the same between school years 2004-2005 and 2006-2007.” If I were filling out the survey, I would have reported no change during that time period too.  My students had almost zero art and music time during the 2004-2005 school year.  Two years later?  Still almost none. 

No change.