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Re: California SAT-9 Testing.
Posted:
May 26, 2000 1:01 AM
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As a footnote to your post, it is my understanding that Japan does not track students and their elementary and middle school classes are heterogeneous in terms of ability. "Bruce M. Ikenaga" <bikenaga@marauder.millersv.edu> wrote in message news://juorisgtllclmctj3s2b67040qv8ubd463@4ax.com... > In k12.ed.math Michael Greene <5Lforsale@greenes.com> wrote: > > > >> On Thu, 25 May 2000 05:37:02 GMT, "Don Blasingame" > >> <dblasingame@jps.net> wrote: > >> > >>>"Michael Greene" <michaelspam@greenes.com> wrote in message > >>>news://st0pis8lmr6ddh1ss1t2n86ms7c17l2sgq@4ax.com... > >>> > >>>> On Wed, 24 May 2000 13:08:29 GMT, "Don Blasingame" > >>>> <dblasingame@jps.net> wrote: > >>>> > >>>>can anyone recite a classic case of where "algebra for all" worked? > >>>>we will implement algebra for all incoming freshmen this fall, and > >>>>it would be nice to know what we can expect, or what others have > >>>>done that were successful. > >>> > >>> Japan, Taiwan, Singapore are countries that have > >>> demonstrated that almost all 13 year olds can handle > >>> algebra. > >> > >>where has mastery of algebra by Japanese, Taiwanese, and Singapore 13 > >>year olds been shown? > >> > > The TIMSS tests which are available at UCLA and Boston > > College, test Algebra in the 8th grade. > > > > The top 5% of the U.S. population were ranked at the 50 > > percentile when compared against the Singaporans. When > > scored against the Japanese, they fared a little better and > > scored in the top third. > > We should always try to do better, and if these kinds of > comparisons encourage us to try harder, that's fine. > > I asked a couple of colleagues --- one educated in Japan, > the other educated in China --- about the success high-school > kids in their countries had in learning math. They told me > several things which show that one should be careful in > making comparisons. > > First, high school is apparently not mandatory, at least > not through age 18, as is common in the U.S. I think the age > is 16 in Japan, and there may not be a requirement for > high school in the PRC. > > It sounds from my colleagues' descriptions as though there > is much stronger tracking by ability, and done much earlier, > than we have here. I asked my colleague from Japan what kids > who drop out before age 16 might do. He replied that they > might become laborers --- but also, they might apprentice as > chefs, or (he said with a straight face) as stand-up comics! > > High school admissions also seems to be competitive, based > on regional examinations. Not everyone *can* go. > > I gather from my Chinese colleague's comments that the > percentage of kids in the PRC who complete high school is > rather low --- he said around 60% in urban areas, less in > rural areas. > > Both agreed that there were *plenty* of kids who couldn't > do math. They wouldn't show up in tests of high school kids, > because they'd never make it to high school. In other words, > those educational systems aren't universally successful as > far as math goes. The tests may make them *seem* successful, > because they are testing only the successful students. > > (I gleaned these observations from informal conversation, > and it's possible that I misunderstood something --- so if > someone else knows more about the educational systems in > those countries, feel free to correct me.) > > It's not much fun to try to teach people who don't want > to learn. On the other hand, I'm glad that we *don't* give > up on kids too quickly. The point is not simply to raise > test scores, after all --- it is to do whatever works best > for the society as a whole. > > > ----- > Bruce Ikenaga bikenaga@marauder.millersv.edu > Dept. of Math, P.O. Box 1002, ::::::::::::::::::: > Millersville University, > Millersville, PA 17551-0302 ---------------------------- e-mail the k12.ed.math moderator at kem-moderator@thinkspot.net submissions: post to k12.ed.math or e-mail to k12math@sd28.bc.ca newsgroup website: http://www.thinkspot.net/k12math/ newsgroup charter: http://www.thinkspot.net/k12math/charter.html
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