Thursday, December 22, 2011

Study: Gender gap in math does not compute

Editor's note: Soledad O'Brien investigates what it takes to succeed in science and technology fields in "Black in America: The New Promised Land – Silicon Valley" at 8 p.m. and 11 p.m. ET on December 18 on CNN.
By Stephanie Siek, CNN
(CNN) - The idea that boys are innately better at math than girls does not add up, say researchers whose analysis of international math tests showed girls have the same ability as boys to succeed in math.
"If you take the averages worldwide, you do not see any gender gaps - boys and girls perform about the same, on average," said Jonathan M. Kane, one of the study’s authors.
"Debunking Myths about Gender and Mathematics Performance," by University of Wisconsin researchers Kane and Janet E. Mertz, suggests that cultural and social factors predict whether someone is good at math - not gender.
"We have to stop selling T-shirts to girls that say, 'I'm too pretty to do math,'" Kane said. "Our stereotypes are hurting our math education. If you take half the population and lecture to them about how girls aren't good in math and how no one will expect you to do well in math because you're a girl, you're building-in the cultural factor that makes girls not perform as well."
The study, published in the January 2012 issue of Notices of the American Mathematical Society, analyzed data from 86 countries through two international standardized tests: the Programme for International Student Assessment and Trends in International Mathematics and Science Study. It also looked at how girls and boys perform at the highest end of the math ability spectrum, in elite competitions like the International Mathematical Olympiad or in SAT math tests administered to students under age 13.
Kane and Mertz examined several theories about gaps in the math performance of girls and boys. One, the "greater male variability hypothesis," theorized that males have a naturally greater range of intellectual ability, with males forming a majority of those with extremely high ability and a majority of those with extremely low abilities, so males would tend to be the most high-achieving in math. If this were the case, the test results would show that boys tended to have the highest scores in every country, and that over time, they would continue to be overrepresented at the elite level.
But the researchers found that in many of the countries they compared, there was no gap between girls' and boys' average scores on the tests or between their performance at the elite level. In other countries, including the United States, such a gap existed in the past, but had narrowed with time. In the 1970s, there were 13 boys for every one girl who scored exceptionally high on the SAT math test as a child. By the 1990s, the ratio had decreased to three boys for every one girl.
The researchers also found that countries ranked higher on gender equity - how women perform relative to men in education, health, political power and economic participation - have higher math scores for both girls and boys. The United States ranked 31 out of 128 for gender equity, and on some tests, there was no gap between boys' and girls' test scores.
But even as the gap between boys' and girls' math scores has closed and the number of women pursuing math fields has increased, women remain underrepresented in elite university math departments, for example.
"What we really need to do is change our culture to tell people regardless of their gender, that they should try to be whatever they want to be," Mertz said.  "For the U.S. specifically, we need more math certified teachers teaching math, especially in middle schools, and another thing we need is a more equitable society in which there are fewer kids growing up in poverty."

Sunday, December 18, 2011

Easily Teach Fractions to Young Children

Now you have Basic Counting down and you kids are ready for something a little more Challenging! So what about Factions? Sound too Complicated? 
Well, it's not!

As parents, you can do a lot of teaching at home and make it a challenge and a game at the same time!  You can start as early as kindergarten and first grade as well! 
By this age counting skills begin to develop and Fractions can be introduced.  The ability to “see” a whole as being a collection of parts should be learned in the early grades to expand their number sense.   Long before introducing words like “fraction”, “numerator”, and “denominator”, teach children that “half” means “2 parts the same”, have them figure out things like:

·         “How much is half of 6? ... 10? ... 20?... 26? ... 30? ... 50? ... 100? ... 248? ... 4628?”
·         “How much is half of 3? … 11? …15? ... 21?... 49? … 99? ... 175? ... 999? … 2001?”
(Note:  Do this orally and not written and if you need to use a manipulative to help them visualize it, use something that they can relate to such as M&M’s, Cookies, Pizza etc… I like fun food because it helps keep their attention and keeps them engaged!)

As the ability to split numbers in half develops - add questions like:

·         “How do you know when you have half of something?”
·         “Half of what number is 4? …25? …2 ½?”
·         “How many half sandwiches can you make out of three whole sandwiches?
·         “How much is 2 Plus 2 ½?” “How much is 3 ½ plus 4?”
·         “How much is 7 take away 2 ½?” “How much is 7 ½ take away 2?”
·         “How much is 2 ½, four times?  seven time? …two-and-a-half times?”
·         “How much is a half plus a quarter?”
·         “What part of 12 is 6? …is 4? …is 3? …is 1? …is 9? …is 8? …is 12? …is 24? …is 30?”

Don’t be afraid to ask these questions to younger student!  Many of them Love to learn new things and “tricks”! Things that they can then go and tell their friends!  Much of what we have covered here seems simple, and it is! But it can have a tremendous impact on young kids and their math career.
So what areas of math are your kids struggling with? Are tips like this helpful?
James & Jennifer Speer - Mathnasium of Bryan/College Station
For more Information and Tips visit www.Mathnasium.com

Saturday, December 17, 2011

How to Jump-Start your Kids Math Skills

So, what can you do as a Parent to Jump-Start your Kids Math Skills? When can you start?

Here are some Strategies can be started as early as Kindergarten, First, and Second Grade. They are appropriate for any person of any age who needs help with basic mathematics concepts and skills. The trick is to do these exercises both orally and visually, with little or no writing.  Pictures can be used as visual aids.
Real-World objects (coins, blocks...) should be used as appropriate.


Counting

We all teach our kids to count and it seems so basic, but how is this going to “Jump Start” our kids math skills?  The answer is going deeper in to what counting means. The most basic skills in mathematics are counting and grouping (“seeing” numbers in groups). We as parents need to develop counting skills that go well beyond counting to 10 and must begin at 0.
So what do I mean by going deeper? If you help children to learn to count “from any number, to any number, by any number, counting forward and backward” they will have a more complete understanding of what counting really means.
For instance:

Count by 1s, Starting at 0 (0,1,2,3…250…),
• Then starting at any number [e.g., 28,29,30…40…]

Count by 2s, Starting at 0 (0,2,4,6…24…),
• Then starting at 1 [ 1,3,5…25…]
• Then starting at any number [e.g.,23,25,27…49…]

Count by 10s, Starting at 0 (0,10,20,30…500…),
• Then starting at 5 [ 5,15,25,…205…]
• Then starting at any number [e.g., 37,47,57,…347…]

Count by 1/2s, Starting at 0 (0, 1/2, 1, 1 1/2,…5 …),
• Then by 1/4’s starting at 0 [0, 1/4, 2/4[1/2], 3/4, 4/4[1], 1 1/4…]
• Then by 3/4’s starting at 0 [0, 3/4, 1 1/2, 2 1/4, 3…]

Count by 15s, Starting at 0 (0, 15, 30… 120…)

Counting by 3s, 4s, 6s, 7s, 8s, 9s, 11s, 12s, 20s, 25s, 50s, 75s, 100s, and 150s, starting at 0.


The benefits of this type of counting practice are strong addition skills and the painless development of Times Tables. It also starts to develop a number sense with kids and keeps them from having to slow down to finger count as their math lessons become more complex.

Counting is the most basic foundational skill in Mathematics. Teaching children this way lets them understand the value of the numbers they are using and the relationship they have with each other. This one skill can truly help them become better mathematicians in the future.
James & Jennifer Speer - Mathnasium of Bryan/College Station
For more Information and Tips visit www.Mathnasium.com