Non-cognitive skills can’t be overlooked! Part I

Better Education Overseas Doesn’t Explain Outsourcing

Reformers are obsessed with cognitive measures of student achievement.  The reform movement maintains that ELA, math and science scores must be raised in order for American to be a world class competitor on the international scene.  I recall this same theme being promoted in the early ’70’s when New York began the Regents Action Plan to improve test scores.  I listened to state ed department experts justify higher standards in social studies by saying that if our students didn’t know more history, they couldn’t compete with other nations in manufacturing.

That was bunkham, and its essentially the same argument in replay we’re hearing today.  I earned much of the cost of my college education working in a skilled labor setting building machinery that went into automobile production factories.  I rubbed elbows with auto workers.  The skills they needed to manufacture cars had nothing to do with history or social studies, and for that matter on ELA, science or math.  Today, the low wage earners assembling iphones for Foxconn or sewing our clothes in Bangladesh need not be writers or mathematicians–they need to be willing to work in conditions that are, frankly, abysmally unsafe, without benefits, and accept that they have no recourse.  In other words, American jobs have been lost to countries with working conditions Americans would consider slave labor if they were found in U.S. factories.  The educational achievement of Americans is not the issue here at all–profits are the issue.

SCANS Skills–What do Employers Want From Workers?

Now that we are testing the life out of schools at all levels, what evidence is there that cognitive skills might translate into better jobs?  Let’s start this exploration with a look at the skills employers want their workers to possess.  Since schools are eliminating courses, programs, or activities that promote noncognitive skills, what role do noncognitive skills have in the lives of successful wage earners as described by employers?

We should take another look  at a report that came out in 2000, when the U.S. Departments of Labor and Education formed the Secretary’s Commission on Achieving Necessary Skills (SCANS) to study the competencies and skills that workers need to succeed in today’s workplace. The results became What Work Requires of Schools: A SCANS Report for America 2000.  The link above provides a summary of those skills, which start with five competencies, each of which is broken down into additional elements that I’ve not included.

  1. Resources: Identifies, organizes, plans, and allocates resources
  2. Interpersonal: Works with others
  3. Information: Acquires and evaluates information
  4. Systems: Understands complex interrelationships
  5. Technology: Works with a variety of technologies

Examining the detailed breakdowns of these competencies will enlighten the reader–they are virtually all skills that are not taught in schools when the emphasis is on passing state or federally mandated tests.  The information competency comes closest to something we emphasize in K-12 programs today, but the SCANS versions are side-effects of the K-12 content rather than primary goals.

In a second level of SCANS skills, also found in the summary link above, a three-part foundation for SCANS skills is suggested.  I’ll list the three foundations here–italicized elements should be a part of Common Core competencies, and in red, I’ll identify those skills that are not built into the implementation of Common Core curricula that can be tested.

SCANS Foundational Skills

Basic Skills:

Reads, writes, performs arithmetic and mathematical operations, listens, and speaks

Thinking Skills:

Thinks creatively, makes decisions, solves problems, visualizes, knows how to learn, and reasons.  One might argue that Common Core curricula is moving toward these kinds of skills, but when you examine the detailed descriptions of each of these skills, you will see that they are, except for solving problems and visualizing, not particularly testable, and hence are unlikely to be a part of the curricular changes that the CCSS will inspire.

Personal Qualities:

Responsibility, self-esteem, sociability, self-management, integrity, and honesty.  There’s nothing here that is a direct focus of the Common Core, nor are these qualities testable with measures of academic achievement.

Looking at the foundational elements of SCANS skills, you’ll see that employers have identified 17 foundational skills, 10 of which are not academic measures and are not likely to be a part of Common Core curricula or Common Core tests because they simply are not measurable in any easy way.  They are skills that might be incidentally and indirectly learned in schools, but are infrequently or never explicitly taught.  When the SCANS report first came out, there was considerable interest among those who were involved with Career and Technical Education–folks had to show how SCANS skills were incorporated into their CTE programs.  Sadly, with cognitive skills taking the main role in testing, SCANS skills and CTE programs are on the back burner once again.

Social and Emotional Learning

However, there are lots of programs available that explicitly attempt to teach these skills and that have a reasonably strong evidence base supporting their use in schools.  The social emotional learning movement (SEL) is among the best researched.  Find out more about SEL from edutopia.org.  At the bottom of this edutopia page you’ll also find organizations that promote SEL. 

If we can wrest education reform away from the profiteers and politicians, perhaps we can balance our K-12 goals to reinstate noncognitive education once again.  When is the reform movement going to pay attention?

 

 

 

Algebra II Revisited

Algebra II Revisited

There’s a new (May, 2013) and, I think, very important report out from the National Center on Education and the Economy entitled “What does it really mean to be college and work ready?”  The organization and been around since 1988, and reports its work as “…researching the world’s best performing education systems to unlock their secrets.”  I strongly recommend you read it.  Here’s a video commentary on the report by their president, Marc Tucker, video commentary from http://www.ncee.org/college-and-work-ready/  Insert

I wrote about Algebra II and the Common Core in this previous blog, and NCEE’s research offers another commentary on the value of Algebra II as an indicator of being college and career ready.  I’ll offer some quotes from the report to expand my prior argument against Algebra II for all.

National Center for Education and the Economy Math Findings

NCEE opens their report, which actually covers both ELA and Mathematics college and work ready issues, by noting that 45% of students entering higher education for college degrees or for career preparation enroll in community colleges.  Hence, NCEE argues, looking deeply at the requirements for success in community colleagues is a practical and a real world indicator of what it means to be college and work ready.  About half of community college students go on to four year programs, further supporting their rationale for looking at community colleges.  The rest who graduate are taking a training program that leads to a career option.  The study examined “the most popular and diverse programs….” (p. 2) in randomly selected community colleges in seven states:  Accounting, Automotive Technology, Biotech/Electrical Technology, Business, Criminal Justice, Early Childhood Education, Information Technology/Computer Programming, and Nursing, plus the General Track.  For math, they looked at the math actually taught in the “initial credit bearing courses” in the programs (p. 2).  They looked at the textbooks, graded student assignments, tests and exams to “analyze the reading and writing skills that are required…” in both math and English Composition.

The findings were surprising.  Only one program required first year students to know Algebra II.  NCEE notes that Algebra II content is required for students who will take calculus or use calculus in their work, but citing a 2011 study from the Center on Education and the Workforce at Georgetown, NCEE notes that only about five percent of the working population needs to understand calculus.   “Indeed, community college first year programs of study typically assume that students have not mastered Algebra I.  The most advanced mathematics content used in the vast majority of the first-year college programs we analyzed can reasonably be characterized as the mathematics associated with Algebra 1.25, that is some, but not all, of the topics usually associated with Algebra I, plus a few other topics, mostly related to geometry or statistics (p. 3).”  They continue by noting that the math that ‘most enables” student success is middle school math, ‘especially arithmetic, ration, proportion, expressions and simple equations (p. 3).”

They observe that most high school grads don’t actually have good command of middle school fundamentals, and that competency in math that is rarely taught at any level — “schematics, geometric visualization and complex applications of measurement (p.3)” are also competencies that would lead to college success.

Algebra II is not a college and career prerequisite

Their conclusions on pages 4-6 make this clear statement about Algebra II:  “Mastery of Algebra II is widely thought to be a prerequisite for success in college and careers.  Our research shows that that is not so. The most demanding mathematics courses typically required of community college students are those required by the mathematics department,…but the content of the first year mathematics courses offered by the …. mathematics department is typically… Algebra I, some Algebra II and a few topics in geometry…. Based on our data one cannot make the case that high school graduates must be proficient in Algebra Ii to be ready for college and careers.”

They further conclude that rushing students into Algebra I early misses the opportunity to emphasize the very strong level of content mastery that should be obtained at the middle school level before moving on to higher math.  They suggest that understanding basic concepts at higher levels than now expected would permit students ‘to learn whatever mathematics they need for the path they subsequently want to pursue more quickly and easily than they can now( p. 4).”

More high school math options needed

Another noteworthy conclusion (p. 5) is “American high schools should consider abandoning the requirement that all high school students study a program of mathematics leading to calculus and instead offer that mathematics program as one among a number of options available for high school students … with other options available (e.g., statistics, data analysis and applied geometry) that include the mathematics needed by workers in other clusters of occupations.  By doing so high schools will almost certainly expand opportunity to many students who now find success in college closed off by a one-size-fit-all sequence of mathematics topics that actually fits the requirements only for a very narrow range of occupations.”

These are powerful words that fly in the face of Common Core standards.  But if the CCSS are expected to prepare students for college and careers, who determined the specifics of these standards?  When one considers the folks who wrote the math standards, one sees individuals highly vested in core math content who seem to have taken highly competitive college admissions criteria as their basic and their only competency target.  They ignored the career level requirements of most workers in the nation, despite clear research about what career mathematics competency standards should be.

Let’s have a look at job requirements.  I’ve read elsewhere (See Andrew Hacker’s New York Times 2012 opinion piece or this commentary from Get Schooled, by Maureen Downey.  This comment excerpt from penguin mom on the Get Schooled piece reproduces my argument rather well:

I was a math/computer science major in college. I did use what I learned in my Algebra 2, Trig, and Calculus high school classes… in college. Once I got out of college, I did Not use that information again even when working in the computer field. You do not need to know logs or rational equations or trig to write a cash register program or pretty much any program besides an engineering one. I didn’t pick Algebra 2 back up until I entered the teaching arena and started teaching the concepts again. Besides the general logic skills learned from solving the problems, I really don’t know of a lot in Algebra 2 that will translate into real world usage for the vast majority of the students. Graphed a line or parabola recently anyone? Used the quadratic formula? Solved a Trig equation? I think it would be Much better to require strong Economic, Personal Finance, Business Accounting and (usable) Statistics courses for every student. That information would be used in just about any field. Figuring interest or profit. Understanding (at least somewhat) what poll numbers actually mean. Keeping a budget and balancing a checkbook. Those are all useful skills.

Get this NCEE report, read the math section, and if you are a generalist, read the English Literature findings as well.  These are a topic for another time.

Neuroscience Nonsense

Yes, that’s an in-your-face title, but having written previously about how education isn’t particularly good at using research, but is good at jumping at fads, here are two links that illustrate the misuse of research in education.

Sarah Sparks writes a blog for Ed Week which I don’t regularly read, but after running into this entry I think I’m going to subscribe.  On August 11, she wrote “Making a Mountain of an Educational Neuroscience Molehill,” in which she links to a Nature journal article that takes a critical look at the hype surrounding several educational applications of neuroscience clamining to improve student performance.  The article, “Power failure: why small sample size undermines the the reliability of neuroscience,” offers a somewhat statistically dense explanation of why many of the reported positive effects of various neuroscience educational applications are of questionable value: They come from studies with too few students/cases to be reliable.  This means they can’t be replicated with any regularity, and the likelihood that the results are actually true is not very high.  

Over the years, education has been peppered with a wide range of proposals to improve student performance based on weak research followed by someone’s feel-good suggestions about how our brains work.  Sparks notes the left-brain/right-brain research in her article.  This is among the most popular fallacious notions about learning approaches, very popular among educators, the subject of many books, and unsupported by well-designed neurological research.  Another notion that feels good and sounds good to teachers is learning style research, which suggests that we have to identify a preferred learning style for children in order to design instruction that will be effective for them.  This too, is unsupported by carefully designed research, and might have even more books written about how to implement learning styles than the right-brain/left-brain theories.

That learning styles is unsupported is a shocker to me: It just feels like it makes sense to me.  My doctoral dissertation research was heavily invested in Myers-Briggs type, and my early research looked into several variations of learning styles and communication styles and how they might influence administrative behaviors.  It seems to me that I can identify students from my 20+ years in the classroom that responded differently to changes in my teaching style.  That children can learn in many ways is clear.  That they respond differently to different teachers is also clear.  That this has to do with learning styles is not, in hard-core research terms, demonstrable.

Another ‘movement’ that was going to help our low achievers blossom was the effort to reinforce positive self-esteem among all students, including the low achievers.  Praise, praise, praise.  Always find something to praise even when results were dreadful.  Praise effort over results.  Most good teachers, fortunately, had a hard time doing that, because they knew that low-performing kids understood clearly that they didn’t get it and the praise was artificial.  Fortunately, enough good research evolved over time that I think this sugar-coating of low performance is no longer in vogue.  Kids benefit from successful learning experiences for which they deserve praise, not praise for performance they know is mediocre.

What does this mean in practice?  Many things, I think.  First, while we would like to see education as a science that can be nailed down with research-based explanations for everything so we can teach everyone how to do it, unfortunately it’s not all that easy.  I believe in research to attempt to understand want works, but I also believe that we have to pay attention to research that debunks the ‘innovations’ we emotionally adore.

Many educators want to say that teaching is an art, not a science.  I’m not one of them–there is a lot of science to teaching well.  We know a lot about what works.  Most teachers should be able to use that science to improve their teaching.  That some teachers can take the science of what works and do considerably better than average is where the artistry comes in.  I think it’s an interpersonal talent–an ability for a teacher to connect to students more completely or more consistently than other teachers.  Every teacher can connect with a few students every year: Some teachers connect with more than others.  A few teachers are magicians with kids.  We haven’t figured out the magic yet.  If we ever do, it will transform education.

 

Bruce Baker on Value Added and Student Growth Percentiles

I’ve lauded Bruce Baker’s blog once already, but day by day I’m becoming an even more devoted follower of his wit and his brilliant exposés of fallacious research, bogus claims, and shallow thinking.  I’ve learned/confirmed so much by subscribing to School Finance 101, particularly about value added models and student growth percentile models, as Dr. Baker reexamines the research on these topics and highlights the shortcomings and the unintended consequences of using these measures in states all over the country.

I’m very interested in his work on student growth percentiles, first created by Damien Betebrenner at the National Center for the Improvement of Educational Assessment, www.nciea.org. First used in Colorado, and now spreading to Massachusetts, New Jersey and New York, the proponents of SGPs suggest they fix the problems inherent in value added measures.  Baker emphatically says not so, and uses the writings of the fathers of SGPs to highlight how SGPs are being misused.

To get up to speed on VAMs and SGPs and their problems as Baker sees them, go through the blog references found in his Value Added Teacher Evaluation category here, and as you read the articles, click on through to the links within each one.  You’ll get quite a wonderful look at the limitations of these statistical models as they relate to teacher evaluation.  Baker also takes on state education officials in several states, including Colorado, New Jersey and New York, with his irrevent commentary.

Of particular interest for New Yorkers is his analysis of the preliminary technical reports on the results of NY’s first SGP assessment results.  This analysis can be seen in the entry entitled “AIR Pollution in NY State…”  He offers graphs showing how factors that cannot be attributed to teachers have an effect on the patterns of SGP scores–students in low income schools generally underperform students in higher income schools, as one already knows, but the SGPs of these students also lag behind higher income schools.  This demonstrates that SGPs do not, in fact, account for effects of peer groups, of school effects, or of poverty, as some suggest.

Read Baker and weep about how assessments are regularly being misused by people who should know better,