Anonymous wrote:Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
This is my main complaint with CC. We could have saved a hell of a lot of money and frustration just adopting the Singapore curriculum and using leftover funds to retrain teachers and set higher expectations at the teacher training level. Of course, that wouldn't look good.
Anonymous wrote:Anonymous wrote:
I remember reading here that years ago four MoCo elementary schools tried Singapore Math, all but one school abandoned it within a year or two. Apparently teachers found them hard to teach. The test score dropped. However, C2.0 is remarkably similar to Singapore math. iIt is just much more awkward and cumbersome with a large dose of reform math flavor. wherever it differed from SM is not an improvement.
It was a pilot program. The test scores overall did not drop.
http://www.montgomeryschoolsmd.org/departments/sharedaccountability/reports/2003/SingMathYear2.pdf
This is a very long report from 2005 about using Singapore Math in the US: http://www.air.org/sites/default/files/downloads/report/Singapore_Report_Bookmark_Version1_0.pdf About the pilot in MCPS, it says, "The Montgomery County outcomes were positively correlated with the amount of professional training the staff received. Two Singapore pilot schools availed themselves of extensive professional development and outperformed the controls; two other pilot schools had low staff commitment coupled with low exposure to professional training and were actually outperformed by the controls. Professional training is important in helping teachers understand and explain the nonroutine, multistep problems in the Singapore textbooks. Teachers also need preparation to explain solutions to Singapore problems, which often require students to draw on previously taught mathematics topics, which the Singapore textbook, in contrast to U.S. textbooks, does not reteach."
In my own experience with Singapore Math at home, I think that students would be more successful if they started with it from K or first grade, rather than suddenly coming upon it after several years of a different math curriculum. And I think that the teachers at any grade would also need to start with K or 1 and then work through systematically.
Anonymous wrote:Anonymous wrote:Anonymous wrote:Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
This is my main complaint with CC. We could have saved a hell of a lot of money and frustration just adopting the Singapore curriculum and using leftover funds to retrain teachers and set higher expectations at the teacher training level. Of course, that wouldn't look good.
I remember reading here that years ago four MoCo elementary schools tried Singapore Math, all but one school abandoned it within a year or two. Apparently teachers found them hard to teach. The test score dropped. However, C2.0 is remarkably similar to Singapore math. iIt is just much more awkward and cumbersome with a large dose of reform math flavor. wherever it differed from SM is not an improvement.
I seem to remember that part of the problem was that some teachers didn't understand the material and methods. They really aren't hard to teach or understand at all. I find the old Singspore math books (not the CC version) to be remarkably straightforward, with a better emphasis on mental math than other stuff I've had. I'm a teacher myself and have seen enough to know that there are way too many teachers who lack strong math skills out there.
Until e resolve that problem, we'll never fix our math woes regardless of how much we spend redesigning curriculum.
Anonymous wrote:
I remember reading here that years ago four MoCo elementary schools tried Singapore Math, all but one school abandoned it within a year or two. Apparently teachers found them hard to teach. The test score dropped. However, C2.0 is remarkably similar to Singapore math. iIt is just much more awkward and cumbersome with a large dose of reform math flavor. wherever it differed from SM is not an improvement.
Anonymous wrote:Anonymous wrote:Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
This is my main complaint with CC. We could have saved a hell of a lot of money and frustration just adopting the Singapore curriculum and using leftover funds to retrain teachers and set higher expectations at the teacher training level. Of course, that wouldn't look good.
I remember reading here that years ago four MoCo elementary schools tried Singapore Math, all but one school abandoned it within a year or two. Apparently teachers found them hard to teach. The test score dropped. However, C2.0 is remarkably similar to Singapore math. iIt is just much more awkward and cumbersome with a large dose of reform math flavor. wherever it differed from SM is not an improvement.
Anonymous wrote:Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
This is my main complaint with CC. We could have saved a hell of a lot of money and frustration just adopting the Singapore curriculum and using leftover funds to retrain teachers and set higher expectations at the teacher training level. Of course, that wouldn't look good.
Anonymous wrote:Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
This is my main complaint with CC. We could have saved a hell of a lot of money and frustration just adopting the Singapore curriculum and using leftover funds to retrain teachers and set higher expectations at the teacher training level. Of course, that wouldn't look good.
Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
Anonymous wrote:Anonymous wrote:Anonymous wrote:
If your math skills were that strong, you would have no trouble understanding the value of learning these strategies, especially for kids who don't immediately comprehend it.
Also, the "shortest, most elegant solution" is an appropriate approach once you understand the fundamentals (which is not the same thing as memorizing a bunch of facts and equations. The point of math right now isn't to get to the answer to 3+4 as quickly as possible, it's to understand why 3+4=7, and to understand multiple ways of thinking about the solution so that, when you get more advanced, you're more capable of arriving at the "shortest, most elegant solution."
I don't see the value of the doubles strategies. Because you're confusing the kids. You're giving them 3 different strategies - doubles, count on, tens and ones.
Doubles are useless because a) you can't use them in additions above 10[i][u]; b) kids already pretty much memorize all the additions within 10; c) they confuse kids who are trained to use tens and ones for adding.
No one uses doubles besides CC. Singapore math doesn't use doubles, Kumon doesn't use doubles, Critical Thinking doesn't use doubles.
My education in math was in Russia. Russia had an excellent math education. We never used doubles. It's looks like a Common Core invention and it's full of crap like this.
Huh? 20+20, 100+100, 8 million + 8 million. Those are all excellent use of doubles.
But hey, if they don't use it in Russia we should clearly scrap it.
My child in Virginia learned doubles and Virginia is not a Common Core state, so I think you are not as well informed as you think you are.
Anonymous wrote:Anonymous wrote:
OP, the two worksheets you posted didn't seem at all complicated to me.
But you're not a six year old, are you?
I don't know. I look at the instructions on Singapore Math, on Kumon, even Critical Thinking Mathematical reasoning. The latter on is very wordy but is clear and at least very logical.
When I see DD's worksheets she brings from school I find them hard to read myself.
Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
Anonymous wrote:SM is nothing like CC. SM is clear and easy to understand.
Anonymous wrote:
I don't get it. Doubles and doubles + 1 are right there. What did you mean when you said they're not in CC?
Anonymous wrote:Anonymous wrote:
Actually doubles aren't even mentioned as a term, in Common Core. This is what is stated as an objective for first grade, which is where you'd expect the concept of doubles and doubles plus one to be taught:
http://www.corestandards.org/Math/Content/1/OA/
CCSS.MATH.CONTENT.1.OA.C.6
Add and subtract within 20, demonstrating fluency for addition and subtraction within 10.
Use strategies such as counting on; making ten (e.g., 8 + 6 = 8 + 2 + 4 = 10 + 4 = 14); decomposing a number leading to a ten (e.g., 13 - 4 = 13 - 3 - 1 = 10 - 1 = 9); using the relationship between addition and subtraction (e.g., knowing that 8 + 4 = 12, one knows 12 - 8 = 4); and creating equivalent but easier or known sums (e.g., adding 6 + 7 by creating the known equivalent 6 + 6 + 1 = 12 + 1 = 13).
I don't get it. Doubles and doubles + 1 are right there. What did you mean when you said they're not in CC?