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Good luck this school year teaching your kiddies at home how to actually do math!
WSJ: Making Math Education Even Worse American students are already struggling against the competition. The Common Core won't help them succeed. By: Marina Ratner Aug. 5, 2014 8:01 p.m. ET I first encountered the Common Core State Standards last fall, when my grandson started sixth grade in a public middle school here in Berkeley, Calif. This was the first year that the Berkeley school district began to implement the standards, and I had heard that a considerable amount of money had been given to states for implementing them. As a mathematician I was intrigued, thinking that there must be something really special about the Common Core. Otherwise, why not adopt the curriculum and the excellent textbooks of highly achieving countries in math instead of putting millions of dollars into creating something new? Reading about the new math standards—outlining what students should be able to learn and understand by each grade—I found hardly any academic mathematicians who could say the standards were higher than the old California standards, which were among the nation's best. I learned that at the 2010 annual conference of mathematics societies, Bill McCallum, a leading writer of Common Core math standards, said that the new standards "would not be too high" in comparison with other nations where math education excels. Jason Zimba, another lead writer of the mathematics standards, told the Massachusetts Board of Elementary and Secondary Education that the new standards wouldn't prepare students for colleges to which "most parents aspire" to send their children. I also read that the Common Core offers "fewer standards" but "deeper" and "more rigorous" understanding of math. That there were "fewer standards" became obvious when I saw that they were vastly inferior to the old California standards in rigor, depth and the scope of topics. Many topics—for instance, calculus and pre-calculus, about half of algebra II and parts of geometry—were taken out and many were moved to higher grades. As a result, the Common Core standards were several years behind the old standards, especially in higher grades. It became clear that the new standards represent lower expectations and that students taught in the way that these standards require would have little chance of being admitted to even an average college and would certainly struggle if they did get in. It remained to be seen whether the Common Core was "deeper" and "more rigorous." The Berkeley school district's curriculum for sixth-grade math was an exact copy of the Common Core State Standards for the grade. The teacher in my grandson's class went through special Common Core training courses. As his assigned homework and tests indicate, when teaching fractions, the teacher required that students draw pictures of everything: of 6 divided by 8, of 4 divided by 2/7, of 0.8 x 0.4, and so forth. In doing so, the teacher followed the instructions: "Interpret and compute quotients of fractions, and solve word problems involving division of fractions by fractions, e.g., by using visual fraction models and equations to represent the problem. For example, create a story context for 2/3 divided by 3/4 and use a visual fraction model to show the quotient . . ." Who would draw a picture to divide 2/3 by 3/4? This requirement of visual models and creating stories is all over the Common Core. The students were constantly told to draw models to answer trivial questions, such as finding 20% of 80 or finding the time for a car to drive 10 miles if it drives 4 miles in 10 minutes, or finding the number of benches one can make from 48 feet of wood if each bench requires 6 feet. A student who gives the correct answer right away (as one should) and doesn't draw anything loses points. Here are some more examples of the Common Core's convoluted and meaningless manipulations of simple concepts: "draw a series of tape diagrams to represent (12 divided by 3) x 3=12, or: rewrite (30 divided by 5) = 6 as a subtraction expression." This model-drawing mania went on in my grandson's class for the entire year, leaving no time to cover geometry and other important topics. While model drawing might occasionally be useful, mathematics is not about visual models and "real world" stories. It became clear to me that the Common Core's "deeper" and "more rigorous" standards mean replacing math with some kind of illustrative counting saturated with pictures, diagrams and elaborate word problems. Simple concepts are made artificially intricate and complex with the pretense of being deeper—while the actual content taught was primitive. Yet the most astounding statement I have read is the claim that Common Core standards are "internationally benchmarked." They are not. The Common Core fails any comparison with the standards of high-achieving countries, just as they fail compared to the old California standards. They are lower in the total scope of learned material, in the depth and rigor of the treatment of mathematical subjects, and in the delayed and often inconsistent and incoherent introductions of mathematical concepts and skills. For California, the adoption of the Common Core standards represents a huge step backward which puts an end to its hard-won standing as having the top math standards in the nation. The Common Core standards will move the U.S. even closer to the bottom in international ranking. The teaching of math in many schools needs improvement. Yet the enormous amount of money invested in Common Core—$15.8 billion nationally, according to a 2012 estimate by the Pioneer Institute—could have a better outcome. It could have been used instead to address the real problems in education, such as helping teachers to teach better, raising the performance standards in schools and making learning more challenging. Ms. Ratner is professor emerita of mathematics at the University of California at Berkeley. She was awarded the international Ostrowski Prize in 1993 and received the John J. Carty Award from the National Academy of Sciences, of which she is a member, in 1994. |
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"For California, the adoption of the Common Core standards represents a huge step backward which puts an end to its hard-won standing as having the top math standards in the nation."
Um... is this a joke? Where did this person get this from? I grew up in CA, my DC went to school in CA up till middle of ES. CA doesn't have top math standards from my experience. |
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I got my kumon books ready. Stacking numbers to do division accurately in 30 seconds is much better than drawing goofy pictures for 5 minutes a question.
I understand the SAT is going to be re-written in part because of Common Core. Are U.S. colleges going to be dumbed down too? Are the AP classes getting dumbed down? What happens to a kid who learned a tiny sliver of mathematics when they take differential equations at university? |
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Wouldn't it be nice if there were any actual comparisons with "the standards of high-achieving countries"? If the rejoinder to "the standards are internationally benchmarked" is "no they're not", I don't think much of it.
Based on my personal experience with math professors in college and graduate school, I also don't think much of the teaching ability of most math professors. |
| nice article. i might go drop it off at my child's elementary school with some line doodles. |
| Pre Common Core, CA standards were among the highest in the nation. This does not mean that all school districts were able to rise to this expectation. Perhaps under performing districts needed revamping, but those districts that were able to keep up with the standards should have been left alone. |
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The article is very on point. A university level math professor is not going to dumb down their curriculum for the incoming crop of story telling math students who draw circles for simple calculations. They are not there to hold students hands and its still a very sink or swim discipline. Schools have created tracks such as math for non-science majors for those who come in with MCPS type skills. Other schools do offer some remedial catch up courses but the trend is just to advise them away from the STEM fields that require actual math for science majors.
2.0 will give you enough math for community college and tries to apply the same labels so parents think their kids are still being well prepared in Algebra, Geometry and Calculus. The schools can call courses whatever they want. They can spend an entire semester finger painting and call it Algebra, Some people will act like sheep and buy this. Others will object and find alternative math education. What is so sad at a broader level is that math is not impossible and its quite interesting if students are given a good foundation to explore and practice the discipline which they are not allowed to do in 2.0. The very math oriented students from highly educated parents or kids coming out of private will still be prepared if they wish to pursue STEM careers, the rest will not. We really don't need anymore communication or education majors. |
I agree. I think the drawing pictures thing could possibly make the teachers teach better. |
2.0 will get you to calculus in 12th grade for on-grade-level math, and to calculus in 11th grade for above-grade-level math. What are the math requirements for community college? Or are you saying that MCPS is calling it calculus, and AP is calling calculus, but yet it isn't really? |
I only know that the tech companies are full of foreign born workers. That is because the STEM majors and graduate schools are full of foreign born students. |
The evidence that math education under Curriculum 2.0 in MCPS is lousy is that the tech companies are full of foreign-born workers on H-1B visas? |
| This is certainly evidence that math education in our country is bad. |
| I work in a "math heavy" field and the students in my PhD program were mostly foreign. I find the way Common Core is being implemented in schools to be detrimental to kids that excel at math. It's great for all those teachers that didn't like math as kids and for kids that need alternative approaches. But for the kids who "get" math, it is restricting and frustrating. These children can learn the depth very quickly and once they show they understand the multiple paths to getting the same answer, they should be able to move on to the next topic - not be bored silly by doing the same thing 10 different ways for months on end. |
| Why spend billions of dollars on creating a curriculum that already exists and is successfully used in many other countries? For God's sake, get some German textbooks and translate them into English! |
Just use Singapore Math, it is already in English. |