Friday, July 29, 2011
Monday, February 28, 2011
Here is another interesting article that I found in the Internet that provides real-life examples of the importance of learning mathematics. As I have stated many times before, my students often question why they need to learn mathematics if it is not related to their chosen degree major. Unfortunately, these students often use math in many aspects of their lives without being consciously aware that they do. For such reason, I spend my time looking for real-life examples in the Internet, so I can share these examples with my students. I encourage you to read the article below to realize that "Math is Everywhere!"
Math illiteracy affects judgment
INNUMERACY: Life's problems not so tough with better education.
Answers to real-life questions that involve probabilities greatly influence what products we buy, what companies we invest in and how the public's money is spent.
Consider another example of how innumeracy bedevils all of us. I frequently testify in civil lawsuits as an expert economist. What I have often found is a tendency for certain lawyers to count on the fact that not many jurors have enough understanding of numbers and probabilities to make informed decisions on certain matters. These lawyers count on the fact that many jurors are uncomfortable with numbers and statistics and that those jurors will tend to assign a higher probability to the subjective beliefs of credible plaintiffs than they do to conflicting statistical testimony from credible defense experts.
Read more at www.adn.com
Here is another example. My experience tells me that more than one-half of the adult population judges decisions on the outcome and not on the probability of that decision having been the best, given the information available at the time. Many public-sector decisions must be made even when none of the choices are good. To condemn the decision-maker when a predictably bad outcome happens is a popular pastime frequently engaged in by politicians and camp followers of the opposite party.
Friday, December 31, 2010
Monday, December 27, 2010
I told you many times that math is everywhere! Even with the Heat! Coach using combination of lineups with his 3 superstars to maximize their talents to get wins. As a Miami Heat fan, math is even more beautiful when applied to one of my favorites basketball team. Go HEAT!
Spoelstra's new math adds up for LeBron, Wade, Bosh
The pattern was the same in the second half, with Wade and Bosh checking out with 2:46 to play in the third quarter and then opening the fourth quarter together while James was on the bench.
"I was just looking for something to break it up," Spoelstra said of the long division when it came to the playing time of his three stars. "I was playing LeBron 14, 15 straight minutes and I didn't want to do that. So I just decided to sit him out after the first-quarter break and to do that, I wanted to keep as many of the other guys on the court as possible.
The approach has allowed each star to have their moments of focus, while also keeping them fresh enough to finish together.
"That is a tough balance, where they can be who they've been for years and been so successful and yet strike a balance," Spoelstra said.
"That's the purpose and the reason for us three coming together, to have that dynamic of if one guy's going great, if other guys are going great," Wade said. "That's why we have different lineups.Read more at www.sun-sentinel.com
This kid's quote struck me the most in the article: "You shouldn't think you aren't smart if you can't figure something out. Every time you get an answer wrong, you're one step closer to getting it right."
Beautifully stated! I need to help my developmental math students realize the benefits of failure the same way this kid did.
Bethel boy can solve complex math equations in his head
Quick, what is the square root of 987?
For most people the answer involves finding the nearest calculator.
For 11-year-old Ethan Brown of Bethel, however, the answer
akes just a few seconds of mental effort. Ethan learned how to calculate problems in his mind from "Secrets of Mental Math," a book co-written by Arthur Benjamin, a mathematics professor at Harvey Mudd College in Claremont, Calif. Benjamin is known worldwide as a "mathemagician," a man who can mentally multiply enormous numbers.
I can square a two-digit number in my head instantly, a three-digit number in five to 20 seconds, and a four-digit number in two minutes.
Another thing I can do is name the day of the week of anyone's birthday.
I would like to be a math teacher. I want to get kids excited about math. Math is really an interesting topic. Unlike what people may think, it's not just limited to the subjects you are taught in school, like algebra and geometry.Read more at www.newstimes.com
Wednesday, December 8, 2010
Every math educator has been asked at some point the following question by at least one of their students: "When I will use this?!?" This question is often difficult to answer because the usefulness of mathematics is a personal matter. Though mathematics is involved in every aspect of our lives, the degree level on how we use mathematics depends on the type of job we do or what tasks or goals we are trying to accomplish. For example, I constantly use mathematics in my career as a math educator, not only in teaching but also in my decision making when designing learning activities.
However, here is an interesting article that can be used as a general answer to the most frequent asked question from math students: to attain a sustainable lifestyle. I encourage you to read the article to gain awareness on how math is essential to increase our chances to live a comfortable lifestyle, a goal shared by most of us. Enjoy the reading!
Basic math is key to wealth accumulation
It seems people who can handle basic math problems tend to accumulate more wealth than the numerically challenged.
A recent study found that couples who score well on a simple test of "numeracy" - the ability to reason with mathematical concepts - have attained greater wealth, with more money invested in the stock market.
He cited skills such as an ability to multiply, divide and compute percentages, plus a familiarity with interest rates, compounding and present vs. future value.
The study also found that when a less math-proficient spouse is the main financial decision maker, household wealth tends to be lower. Men, incidentally, assume this role more than women, at least within those 50 and older.
Numerical ability appears to be more critical for wealth accumulation than other cognitive skills such as having a good memory.
Read more at www.azcentral.com
As noted, the study showed that people who are more comfortable with numbers accumulate more wealth and own more stock investments. In this regard, Smith cited another useful literacy skill: the ability to recognize that the danger of losing money in the stock market lessens over time.
Saturday, November 20, 2010
No doubt that football has become the U.S. favorite pastime. People tail gate in the stadiums' parking lot many hours before the start of a game. Many more people are loyal and frantic fans who carry funny signs or dress down when attending the games. Those who do not physically attend are still following the game through their fantasy football teams, betting with friends or online, watching it in sports bars or at home, or just listening the game on the radio in their way to work or home. In other words, football has become ubiquitous!
But do you know what else is also ubiquitous? Mathematics! Yes, math is everywhere! NBC and Scientific American has created a series of videos and articles about the "Science of Football." I encourage you to visit the following links:
and watch/read how mathematics plays a major factor in making football U.S. favorite past time. Enjoy!
What Do a Submarine, a Rocket and a Football Have in Common?
Why the prolate spheroid is the shape for success
Baseballs, basketballs and many other sports balls rely on a spherical, uniform design that makes them easy to shoot, throw and hit. A football, however, owes its two-dimensional origin to the ellipse rather than the circle, giving the pigskin its prolate spheroid shape, which has a polar axis that is greater than its equatorial diameter.
This shape makes the football more difficult throw than a spherical ball. But, as a prolate spheroid, a football experiences less drag as it cuts through the air, which explains why you can toss a football farther than a spherical ball such as a basketball or soccer ball that is roughly the same size and weight.
Aircraft, submarines and rockets share the basic design principles as footballs in that their shapes are elongated in an effort to reduce drag.
prolate spheroids cannot match the distance of one class of geometric shape: A flying disc (Frisbee) or ring (Aerobie) not only have slim profiles that reduce drag and rotation that increase stability, but they also create lift, enabling them to carry quite far.Read more at www.scientificamerican.com