Showing posts with label children. Show all posts
Showing posts with label children. Show all posts

Friday, May 3, 2013

Study: MRI Scans Can Predict Outcome of Math Tutoring

Stanford, Calif. — When it comes to math, MRIs may be better than IQs — and even past math scores — at showing whether a tutor can help a child master everything from trapezoids to trigonometry.

A new study from the Stanford University School of Medicine says that the size and circuitry of certain parts of children’s brains are excellent predictors of how well they’ll respond to intensive math tutoring.

The researchers’ most surprising finding was that children’s IQ and math scores had no effect on tutoring outcomes, yet brain scan images “predicted how much a child would learn,” said Vinod Menon, a Stanford professor of psychiatry and behavioral sciences who was the study’s senior author.

The study was published online Monday in the journal Proceedings of the National Academy of Sciences.

Menon’s research team took MRI scans of 24 third-graders just before they underwent eight weeks of rigorous math tutoring.


A control group of children also had their brains scanned, but they didn’t get any tutoring.

The kids who were tutored showed across-the-board gains in their arithmetic skills, with the levels of their improvement varying wildly — from 8 percent improvement up to 198 percent. The children in the control group showed no signs of improvement.

The researchers found that the kids who responded the best to tutoring tended to have a larger and more active hippocampus. Named after the Greek word for “seahorse,” the spirally hippocampus is known to play an important role in learning and memory. But its role in mastering specific skills — like math — hadn’t been explored until now.

Even more than its size, the hippocampus’s ability to get along with other parts of the brain was the biggest predictor of math success.

The type of MRI used by Menon’s team is called an fMRI (functional magnetic resonance imaging), which measures changes in the flow of oxygenated blood from one part of the brain to another.

Like watching electricity flow between two points, the machine reveals how much one section of the brain is wired to other parts, “much like you might measure the synchronization of two different clocks,” Menon said. “The more tightly linked they are, the more learning benefits we see in these children.”

Menon believes the tighter the connections between the hippocampus and the prefrontal cortex — a part of the brain that influences decision-making and behavior — the more rapid the retrieval of stored knowledge.

The fact that a brain scan — rather than IQ or math scores — could predict how students would respond to tutoring also surprised Michael Posner, a cognitive neuroscientist at the University of Oregon who was not involved in the study.

But Posner is convinced that the “variety of very modern imaging methods” used by Menon were accurate. “That’s one of the main reasons this study is important,” he said.

Posner was also surprised by the involvement of the hippocampus, rather than other regions of the brain, in learning math. “The hippocampus isn’t a system that one would’ve thought specific to mathematics,” Posner said.

“For me, the intriguing speculation is that the reason these areas are better in these children is not because they were born better, but because they had acquired important learning skills at an earlier age - and not necessarily mathematical skills,” Posner said. “It might say that our early education should be designed to make the child a successful learner, no matter what he or she learns.”

Menon said he hopes that someday brain MRIs - which would cost parents upward of $500 - will help guide educators about the best approaches for teaching math.

But Kobad Bugwadia, owner and director of the Mathnasium tutoring center in Campbell, Calif., isn’t so sure.

He said he thinks the results of the study are useful for understanding how the structure of the brain influences learning, but stops short of envisioning the scans as a way to predict math performance.

“Maybe how quickly children learn could be different,” said Bugwadia, who left his job as a successful Silicon Valley electrical engineer to help children shed their fears about math. “But at some point, I strongly believe that they all have abilities to do well if given the right tools and opportunities.”

- Jessica Shugart
Wednesday, May 1, 2013 




Wednesday, April 3, 2013

When life gives you lemons...learn Math!

With Spring underway and Summer around the corner, we're already planning ways to keep your student sharp throughout the school break.  Encourage your students to utilize skills they mastered during the Summer months.  Set up a lemonade stand with reasonable prices, provide change for larger bills and let them do the math.


Monday, January 7, 2013

Your Child, Their Education, & Technology

Here are a few statistics for you when it comes to children and technology.

- 20% of children ages 3 to 8 own their own iPod Touch
- 24% of children ages 3 to 8 own an iPad
- 8% of children ages 3 to 8 own their own iPhone
- 80% of teenagers own an iPod

This means your child most likely fits into one of these categories or can be found using a family tablet.  The question is, how do parents take advantage of the increased use? Educational applications.  

We searched far and low for the highest ranked, user-friendly versions of math-driven applications for your benefit and with the help of  Best Apps for Kids, we've made a list.

Elementary

Math Doodles: Creating an outlet for your visual learner, Math Doodles makes a fun and even showcase unique careers that involve Math.

Middle School

Marble Math: This app is the perfect combination of education and addiction perfect for the math-challenged user.  

High School

Sushi Monster: Created by Scholastic, Sushi Monster allows the user to choose between addition, multiplication along with the degrees of difficulty. 

Thursday, October 18, 2012

Counting, The Basis of Number Sense

I have often heard students coming out of a class saying, “That stuff doesn’t make sense!” This is because many students have not developed a good general sense of the mathematical subject matter that is presented at school. Students are not provided with enough context when they learn material in school. Context provides students with a suitable environment to integrate new ideas and information in a meaningful way. Unfortunately, rather than integrated learning, fragmented learning (learning without a sense of continuity) takes place in today’s schools. To fill in the gap between fragmented and integrated learning, student’s need to establish Number Sense.

So, Number Sense… what is it? Number Sense is the ability to appreciate the size and scale of numbers in the context of the question at hand. There are three elements that fall under Number Sense: counting, wholes and parts, and proportional thinking. Today we will focus on counting.

Counting, simply put, is the ability to count from any number, to any number, by any number, forward and backward. When I ask students to explain what counting is, they will usually respond by counting from 1 (1, 2, 3…). Although this is completely correct, kids need to grasp how to count from other arbitrary numbers, for instance, 28 (28, 29, 30…). How about when counting by 2s? Starting from 2 (2, 4, 6…) is easy to get down. Can our kids do the same when starting from 3 (3, 5, 7…)? After a good deal of practice, an experienced counter will know how to count to 250 by 1s forward and backward; to 300 by 2s, 5s, and 10s; and to 3,000 by 100s.

As children are learning to become experienced counters, they should also be learning how to group the numbers they count. Parents, ask your child questions like “A group of 10 take-away a group of 3 leaves how much?”

Another important idea at this stage is interval: the distance from one number to another—the space between two numbers. From 6 to 7 is 1, and from 7 to 8 is 1, making a total distance from 6 to 8 of 2. Another important aspect of counting is its connection with the basic math operations: addition (counting how much altogether), subtraction (counting how much is left), multiplication (counting in equal groups), and division (counting how many of these are in that). The basis of Number Sense begins with counting.

Remember, children don’t hate math, they hate being confused, frustrated, and embarrassed by math. Once they understand math, the passion will follow naturally.