Posted on 11/14/2006 10:22:11 AM PST by siddude
Thanks for the help!
Bump!
I guess like most things educational, a lot depends on the school district.
Congrats to your son!
It would be quite funny and revealing to give today's high-school seniors a crack at the SAT math section from the early 1960s. My guess is that average score would be below 400.
Your statement is true as far as it goes. The problem seems to be in determining how much emphasis do we put on computing properly vs understanding the concepts so that students can set up and solve problems in real life.
Just as in whole language vs phonics, no one seems to ask, "Why can't we teach both?" I was a great rule follower. I could compute well, but I couldn't set up my own problems. I also didn't understand what fractions or decimals really were or how they worked. I think we need to teach the concepts and then the students must practice the computations over, and over, and over.
Here's some other math websites:
You can create math worksheets at these websites:
http://www.superkids.com/aweb/tools/math/
http://www.aplusmath.com/Worksheets/index.html
http://themathworksheetsite.com/
This website does flash cards and worksheets:
http://www.mathfactcafe.com/
Another good site for math help:
http://www.mathfactcafe.com/
We've always supplemented our kids school math with workbooks that we bought, and online websites.
I figure the text books give an idea of what they are supposed to learn, and then you can go from there.
My kids love doing math, so they actually enjoy doing extra problems.
You are wrong. My son is in Algebra 1, and he is definitely doing Algebra.
He is learning slope intercept form: y = mx+b, he has learned how to calculate slope from 2 points, finding the x-intercept, y-intercept. He has learned all about exponents. He has learned about exponents. He has learned about order of operations. That is all in the first 2 months.
He is learning Algebra, and he is in the 7th grade in a public school.
I have a degree in Engineering, so I know what algebra is. He is not learning some watered down algebra.
My homeschooled kids are a whiz at math. The chosen text (Saxon) has a lot to do with it. The oldest got a full-ride scholarship in Mathematics on a fast-track Masters program, and my 12 year old is farther ahead than his older brother was at his age.
Saxon's daily lessons routinely use problems previously learned as reinforcement so kids don't forget (and have to cram for a test having not worked on the test material for a month). Therefore, they never forget what was taught, and advancement comes rapidly.
I wish I had Saxon math as a child.
I know a lot of people that love Saxon, but my kids (and I) don't. My daughters used to love math, and they are bored by it. Hopefully, that will change, but right now we don't like it.
I'm definitely going to have to supplement what they are learning.
I hate most of the textbooks out there. The pages are SO busy with extra information and pictures and graphs that it is difficult to figure out what is being taught.
Again, it is the pendulum swing. Someone decided we needed to make math more relevant and interesting so kids would relate to it better, and that they needed more exposure to graphs and charts. There doesn't seem to be any interest in small changes. They go directly to 180 degrees different.
I will agree with that!!!!!!!!!!
thanks for the advice...
and bump!
What's really strange is that while she is criticized, the principal will not tell her not to do it. She obviously recognizes her abilities and success but pressure on her, the principal to conform is unrelenting.
In anycase, my wife has had it. This will be her last year. She loves the kids, but the "no child left behind" bureaucracy and the lack of society's will to have discipline in the classroom is taking her away from the kids and causing her focus so much more time with the process than actually teaching.
One little story regarding discipline...
During a recent weekly faculty meeting, a discussion arose of an incident of a child throwing food in the cafeteria. The teachers were asked for suggestions on how to address this situation. My wife suggested that students who throw food should not be allowed to have lunch that day. One of the other teachers was shocked! "How can you take food away from a student." My wife replied, "Do you want this behavior to stop or not?"
By the way, my wife has probably the most well-behaved classroom in the entire school and many of the students end up calling her "mom". She knows what she is doing, she knows how 6 and 7 year olds think and how to make them respond positively. So many other teachers and administrators simply don't get it!
Needless to say, I am very proud of her!
That's cause I "grad-ge-ated" the sixth grade, ma'am. Only took three years.
That is why I send my children to a Christian school which emphasizes classical education and literature.
"Their own way." Lol!
I just pulled my son's 3rd math test after less than 2 months in Algebra 1. Here are some of the questions from it:
Solve the equations:
-6n +14 +8n = 30
5n -2(n-2) = -11
Evaluate:
[-3(-2)^x]^-1 when x = 2
Simplify:
(8x^3)^2(2x^2)^3
Calculate the x intercept of
-6x +6y = -6
Find the slope through (8,6), (-4, 0)
These are the chapters covered in his textbook: Algebra 1 by McDougal Littell:
Properties of Real Numbers
Solving Linear Equations
Graphing Linear Equations and Functions
Writing Linear Equations
Solving and Graphing Linear Inequalities
Systesm of Linear Equations and Inequalities
Exponents and Exponential Functions
Quadratic Equations and functions
Polynomials and Factoring
Rational Equations and Functions
Radicals and Connections to Geometry
I think that is a pretty good foundation for Algebra 1, and it is not something that 5th and 6th graders normally do.
The answer is you simply don't allow calculators for any reason until their mental math and speed math skills are firmly in place.
How do they check their work ? By hand, of course. There is no reason on earth a student needs a calculator to check the result of 3 * 2.
Your argument about "getting used to them" ? To what purpose ? When a kid needs one (9th grade or so), it might take all of one class period to teach a calculator. Somewhat longer for a graphing calculator, but that's just because they're used for more specialized functions.
Geeze - kids learn to program computers, download ring tones, play complicted video games and create YouTube videos on their own. You can believe a low-tech device like a calculator won't take any longer.
Tell me, why do otherwise sensible adults think kids teach themselves nothing without adult help ?
No, they weren't.
I would be proud of her too. We desperately need every teacher to be like her. I'm just sorry that those kids will be losing a great teacher. You can always tell the good ones. It's not the permissive, do-nothing teachers. It's the ones who instill pride in disciplie and hard work and accomplishments that the kids adore.
My grandmother was a 2nd grade schoolteacher years ago. Whenever I had a day off school I used to "student teach" in her classroom and thoroughly enjoyed it. Of course, that was when teachers actually had disciplinary tools and kids were expected to behave and learn real academics.
Your story is why I homeschool my kid. My kid spent almost 6 years in school before homeschooling, and I can tell you that only one teacher she had was worth anything. The rest were simply awful in one way or another, and so were quite a few of the classmates.
It was enough to turn her off classroom time for the last 5 years, and she's going to do college online because she refuses to sit in a classroom ever again. Maybe she'll change her mind in the future, but ...
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