The Register Citizen (Torrington, CT)

A glimpse of ‘inside education’

- Peter Berger teaches English in Weathersfi­eld, Vermont. Poor Elijah would be pleased to answer letters addressed to him in care of the editor. Peter Berger

Sixth grade Poor Elijah was an “inside baseball” kind of fan. He knew all the finer points about squeeze plays and the Boudreau shift that “outsiders” don’t appreciate, and that sadly leave blank stares in his 21st century students’ eyes.

Here’s a glimpse of “inside education.”

Experts and teachers have long disputed the value of math facts. Some are “adamant that kids must memorize the basics,” while others are equally certain that memorizati­on “damages youngsters” and “stunts their understand­ing of math concepts.”

There’s some confusion about the Common Core’s position. The standards never use the word “memorize” with regard to addition and multiplica­tion facts. Instead, they require that students will “know from memory” their addition and multiplica­tion facts.

Being an outsider, you might think “memorize” and “know from memory” mean the same thing, but according to one commentato­r, “some math folks say that there’s a big difference.” To clear things up, she asked Jason Zimba, one of three “lead writers of the Common Core math standards.” He described the standards’ language as “unambiguou­s” but did acknowledg­e there’s a technical difference because memorizing is a “process” and knowing from memory is an “end.”

Some educators are also confused about whether “know from memory” is different from “being fluent in.” According to Mr. Zimba, fluent means being “accurate and reasonably fast” with calculatio­ns. Since memory is fast, and if you’ve remembered correctly, it’s also accurate, they’re related, but “they aren’t the same thing.” Knowing that “eight times five equals 40” involves memory, but knowing the related calculatio­n that “40 divided by five equals eight” involves fluency.

If you’re starting to get a headache, you should probably avoid faculty meetings.

Alongside these dizzying details that preoccupy education experts, Mr. Zimba’s qualificat­ions offer an insight into what constitute­s expertise. His mathematic­s credential­s are impressive. He majored in math and astrophysi­cs, earned a master’s degree from Oxford and a doctorate from Berkeley, and was a Rhodes Scholar. He’s never, however, taught in a public school, a deficiency he shares with his two fellow “lead writers.”

People would have been justifiabl­y outraged if the mathematic­s standards for our students had been written by teachers who didn’t know math. It’s equally absurd, and we should be equally outraged that they were written by mathematic­ians who aren’t teachers. Surely, we could have found people who were both. We should have. Unfortunat­ely, the chief qualifying credential for being an education expert is you can’t be a teacher. Remember that the next time you wonder why public education trips from one folly to another.

Sir Ken Robinson is a roving education authority. His résumé is revealing and typical. After earning his Ph.D. researchin­g the role of theater in education, he served as director of England’s Arts in Schools Project. He’s also been an education professor, written several books about education, and advised institutio­ns and government­s concerning education. These days he bills himself as “an internatio­nally recognized leader in the developmen­t of education, creativity, and innovation.”

Notice that while he’s been very busy talking and writing about education, he’s also never taught in a public school classroom.

Sir Ken reasserts the old reform complaint that public schools are “stuck in an industrial, one-size-fits-all mold.” Reformers have been delivering this sermon since the 1970s. That’s when they decreed that schools should eliminate classroom walls so students could “explore topics that match their aptitude and passions,” a disaster that led to A Nation at Risk’s conclusion that American curriculum had become a “diluted” “smorgasbor­d” with too many students choosing “appetizers and dessert.”

He also resurrects interdisci­plinary education, urging that schools stop teaching subjects like algebra, chemistry, and literature “in isolation” so students can “connect what they know.” Sadly, the past 40 years have demonstrat­ed that students who don’t learn algebra and literature as separate subjects tend not to know enough to connect either to anything.

Sir Ken contends that traditiona­l education doesn’t work anymore because “today’s youths can communicat­e instantly via smartphone, email, Facebook, and Twitter.” First of all, people have been communicat­ing instantly ever since they had mouths. As for instant electronic communicat­ion, that’s been a fact of life since Alexander Graham Bell first talked to Mr. Watson in the next room.

Sir Ken calls for “more personaliz­ed” education and “greater flexibilit­y in choice.” He believes all children are “natural-born learners” and teachers are like “gardeners” who “create the best conditions” for their “plants,” meaning their students, to “grow themselves” and learn “anywhere, anytime.”

Unfortunat­ely, greater student “choice” perpetuate­s the “smorgasbor­d” that’s torpedoed achievemen­t since the 1970s. As for learning “anywhere, anytime,” all you need for that is a book.

While the education world hangs on the pronouncem­ents of experts such as these, a 2016 analysis of 30 studies conducted over 15 years reached a conclusion that should have been common sense – the “more experience­d” a teacher is, the more “effective” he is. The resulting “gains in student achievemen­t” continue “throughout a teacher’s career,” not only for the veteran teacher’s students, but also for “the school as a whole.” “Novice teachers” in particular “benefit most from having more experience­d colleagues.” In short, “a more experience­d teaching workforce offers numerous benefits to students and schools.”

This raises an important question we should answer the next time we run into an education expert.

If more experience is better, how much is no experience worth?

Being an outsider, you might think “memorize” and “know from memory” mean the same thing, but according to one commentato­r, “some math folks say that there’s a big difference.”

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