Posted on 01/20/2007 8:16:29 AM PST by achilles2000
We used Saxon for homeschooling and when we finally got to trig, which I never even took way back when when I was in high school, I found out it was really pretty easy! It's simply the ratio of two of the sides of a triangle! Why didn't someone tell me that then?
Judging by the placement test my daughter had to take for her freshman year of college, the state of math education in this country is abysmal.
Thanks very much for posting and the link. BTTT!
bttt
d.o.l.
Criminal Number 18F
"Many Hub graduates struggle in college
Remedial classes often necessary, study finds"
By Marcella Bombardieri, Globe Staff January 19, 2007
"Half of Boston public school graduates who studied math when they arrived at 11 local colleges in fall 2005 were required to take a remedial class, which a quarter of them failed, according to newly released data."
http://www.boston.com/news/local/articles/2007/01/19/many_hub_graduates_struggle_in_college/
"Teachers' math skills are targeted
More proficiency needed for license"
By Maria Sacchetti, Globe Staff January 2, 2007
"State education officials, worried that many elementary teachers struggle with math, are making it harder to get a teaching license and urging colleges to offer more demanding courses for aspiring teachers."
http://www.boston.com/news/local/articles/2007/01/02/teachers_math_skills_are_targeted/
Very well-put. And one of the reasons some kids act up so much is a combination of boredom and frustration. They are subtly taught it's their fault they can't learn or retain the cirriculum, when in fact it's the way the cirriculum is taught that is (and always has been) the problem.
Wat r thes threed abut?
I would like to see some published results of students who have used "Investigations" as their primary source of math education. I'm not sure how long it's been around, but I'm wondering how well college students are doing who have grown up with this kind of math. Maybe there are stats somewhere concerning this?
It's just like anything else the liberals touch. Take something easy and make it as difficult as possible.
The madness described on the video came to us courtesy of the National Council of Teachers of Mathematics, which has given us plenty of other horrors to go with it. As the tape says, the basic idea is that learning standard algorithms through drill and practice is a waste of time for elementary children. So what is NOT a waste of their time? In other words, what do the books spend time on? The ones we are using now cover a mishmash of topics, presented in no particular order, and each addressed for only a short chapter before another (wholly unrelated) one is brought up. Everything gets the same brief coverage, so nothing is really mastered--including, of course, basic arithmetic.
This is not just a public school problem. Our daughter attends an expensive parochial school, and our texts are brand new. The younger teachers were trained to present math this way, and getting rid of it is going to be very, very difficult. The best hope comes from the recent decision of the National Council of Teachers of Mathematics to back off their failed reforms.
My children in Catholic school are using the Saxon curriculum. They need to memorize the basic facts, but even first graders do a very basic sort of Algebra in that program. There isn't a unit on fractions, or time, or money, or graphs....they do every single one of those every single day.
They know it cold.
The funny part is that, although I'm a professional mathematician, when I have to do a computation in my head and an approximate answer is acceptable, I often use what the video called the "cluster" method. I'd never heard it called that. I simply use it because it gets a decent approximation when I have neither pencil/paper or a calculator. But to teach it to children as the preferred method of multiplying numbers is nothing but educational malfeasance.
Teaching approximation methods to high school students may be a good thing, but only after they've mastered the basics. As an example, suppose you're in Canada and want to convert the Celsius temperature that Canadians use to the Fahrenheit that Americans are familiar with. The exact formula is: multiply the Celsius degrees by nine-fifths, and add thirty-two. Maybe some people can do that in their heads, but I can't. When my wife, a non-mathematician, asked me how to convert Celsius to Fahrenheit, I told her, double the Celsius and add thirty. It multiplies by too much but doesn't add enough, and the two errors tend to cancel. For the range of temperatures that people encounter in daily life, it gives an answer within a degree or two, which is good enough. For scientific work, the students need to be taught the correct formula. For everyday applications, they should be taught that there is a correct formula, but there's also an approximation you can do in your head.
The current math curricula are a failure on both counts. They're not adequate to prepare students for scientific work, and they're too complicated for everyday use. I can't imagine what the educators were smoking when they invented these various "new math" curricula.
It's a long video, but well worth the time. As you watch it keep this in mind:
My college accounting students cannot multiply or divide by 10 in their heads.
bump
Our daughter is in K in Catholic school and she just brought home a worksheet with basic algebra. I was pleasantly surprised to say the least. They use the Saxon program also.
Our daughter is in K in Catholic school and she just brought home a worksheet with basic algebra. I was pleasantly surprised to say the least. They use the Saxon program also.
MY homeschooled 8 year old can.
"MY homeschooled 8 year old can."
I think the video explains why.
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