What’s the difference between a JK Rowling novel and an US Math book? They both have about 700 to 800 pages. Harry Potter has a plot and follows a logical sequence and is enjoyable to read. That’s more than can be said with my daughter’s math books, its just incoherent.
My daughter’s Everyday Math book is a jumble of math blah blah blah, causing fuzzy math thinking.
I spend a lot of time helping my daughters with their math. It’s no wonder they struggled with math. Have you had a look at theses math books? Pages and pages of unrelated mathematics, which pretends to help kids understand math.
My kids were just confused. Sure, the book cover heaps of math concepts, with lots of pretty pictures. Too much fluff and not enough detail, never finishing a topic. Everyday Math seems to believe, if lacking quality, baffle them with quantity.
These textbooks and the so-called Everyday Math system, is a joke.
It’s funny how my 27 year old math books are more useful for explaining math to my girls.
“In the U.S., we’re trying to teach first-graders 20-some topics.” William Schmidt, professor Michigan State University
These books claim the benefits of Spiral learning, a system of trying to cover a topic with multiple approaches, over and over, but never tying it together. It’s like getting sucked into a whirlpool, your treading water, eventually you drown in a flood of meaningless math concepts.
For years, schools embraced Everyday Math, promising to take us to new learning frontiers. Everyday Math Sucks. it’s a failure because its illogical, unstructured and serves no purpose, accept to sell math books.
My kids were just confused. They never seem to finish any topic, there just left hanging. Everyday math relies on bulk. In fact, the math books are just plain stupid.
Our standings in mathematics have plummeted on the world stage. Once we were regarded as pioneers with the groundbreaking work of John Nash and his colleagues. Now we would be lucky to topple the Muppet’s in a math quiz.
“During most of the 20th century, the United States possessed peerless mathematical prowess – not just as measured by the depth and number of mathematical specialist who practiced here, but also by the scale and quality of its engineering, science, and financial leadership, and even the extent of the mathematical education in its broad population” Foundation for Success, The final report of the National Mathematics Advisory Panel.
If you remember the damming stats from “Highlights from PISA 2006: Performance of U.S. 15 Year Old Students in Science and Mathematics Literacy in an International Context”
The 2006 PISA
This PISA report focuses on the performance of U.S. students in the major subject area of science literacy as well mathematics literacy and on reading literacy.
- The average score across the OECD Countries was 498, we only managed to average of 474 score
- Of the 30 OECD Countries, 23 Countries did better than the US. the bottom 25%
- We managed to sneak over the line, beating fast improving Mexico, Phew!
- At least we faired better with the 27 non OECD Countries, we were beaten by only 8 Countries
- 4 Countries increased their average mathematics literacy scores (2 OECDnon OECD countries, Brazil and Indonesia,)
- So out 57 Counties, we came in an inglorious 32, did we medal?, I don’t think so We couldn’t even beat Azerbaijan, there’s little hope of us even spelling it
- If we compare the performance of the highest achieving students—those in the 90th percentile—U.S. students scored lower (593) than the OECD It gets worse”
Who said Math is Fun The Math Report Card from Hell a summary of “Highlights from PISA 2006: Performance of U.S. 15Year Old Students in Science and Mathematics Literacy in an International Context”
It’s become such an epidemic that even President George Bush is concerned with the lack of math skills in the US. He commissioned the National Mathematics Advisory Panel to search for “the best available scientific research to advise on improvements in the in the mathematics education of the nation’s children.”
President Bush created the National Mathematics Advisory Panel within the U.S. Department of Education in April 2006. His Executive Order for the Panel declares: “To help keep America competitive, support American talent and creativity, encourage innovation throughout the American economy, and help State, local, territorial, and tribal governments give the Nation’s children and youth the education they need to succeed, it shall be the policy of the United States to foster greater knowledge of and improved performance in mathematics among American students.”
In 2006 by President Bush charged the panel to address concerns about the lack of home-grown mathematicians, engineers and scientists.
“To keep America competitive in the 21st century, we must improve the way we teach math and we must give more students the chance to take advanced math and science courses in high school,” U.S. Secretary of Education Margaret Spellings said in announcing the appointment of additional members to the panel. “America’s high school graduates need solid math skills, whether proceeding to college or going into the workforce.”
On March 13, 2008, after deliberating for 2 years The National Math Panel’s final report, finally released their report aimed at improving math education in this country.
The advisory panel, comprised of 24 mathematicians, cognitive psychologists, and educators, who meet 12 times around the country, reviewing over 16,000 research studies, and scrutinizing surveys from 743 algebra teachers. The offered 45 findings and recommendations on a range of items, including instructional practices, materials, assessments, and teacher professional development
If you got a couple of hour to spare, then you can download The National Math Panel’s 120-page report .Then visit www.ed.gov/MathPanel for the executive summary and full report.
Warning: this is a long-winded report. With the money they poured in to this report, you would think they could afford some commas. The average sentences having 20 to 30 words would be lucky to have any commas as friends. It makes it a hard read.
“Mathematics in the United States is at a mediocre level and needing significant changes to improve our standing with other countries around the world.”
Math Education in the United States “Broken and Must be Fixed”.
The National Math Advisory Panel has declared math education in the United States “broken and must be fixed”. And calling on schools to focus on ensuring that children master fundamental skills that provides the underpinnings for success in higher math and, ultimately, in high-tech jobs.
The panel’s states, we need to change the way we teach math–and how we test it. Teaching Math to kids is simply too broad, too unfocused and repetitious.
Larry R. Faulkner, chairman of the panel and former president of the University of Texas at Austin, said, “the country needs to make changes to stay competitive in an increasingly global economy. He noted that many U.S. companies draw skilled workers from overseas, a pool that he said is drying as opportunities abroad improve”.
Teachers need to focus on skills:
- Computing with whole numbers
- Fractions
- Geometry
- Measurement.
It’s vital to teach, these skills in a coherent sequence so by late middle school, more students have a sound foundation, so they can unravel the elegant puzzles of algebra. “Students who complete Algebra II are twice as likely to graduate from college compared to students with less mathematical preparation,” the report says.
Math courses must be streamlined, focusing on “a well-defined set of the most critical topics”.
Core Principles of Math Instruction
-
The mathematics syllabus Grades PreK–8 needs streamling and a well-defined set of the most significant topics in the early grades. Any approach that revisits topics year after year without bringing them to closure should be avoided
-
Proficiency with whole numbers, fractions, and certain aspects of geometry and measurement are the foundations for algebra. Of these, knowledge of fractions is the most important foundational skill not developed among American students
-
Conceptual understanding, computational and procedural fluency, and problem solving skills are equally important and mutually reinforce each other. Debates regarding the relative importance of each of these components of mathematics are misguided.
-
Students should develop immediate recall of arithmetic facts to free the “working memory” for solving problems that are more complex.
-
The Major Topics of School Algebra should be the focus for school algebra standards in curriculum frameworks, algebra courses, textbooks for algebra, and in end-of-course assessments.
-
Use should be made of what is clearly known from rigorous research about how children learn, especially by recognizing a) the advantages for children in having a strong start; b) the mutually reinforcing benefits of conceptual understanding, procedural fluency, and automatic (i.e., quick and effortless) recall of facts; and c) that effort, not just inherent talent, counts in mathematical achievement.
-
Our citizens and their educational leadership should recognize mathematically knowledgeable classroom teachers as having a central role in mathematics education and should encourage rigorously evaluated initiatives for attracting and appropriately preparing prospective teachers, and for evaluating and retaining effective teachers.
-
The nation must continue to build capacity for more rigorous research in education so that it can inform policy and practice more effectively.
-
Increase the research on instructional programs developed for pre-schoolers and kindergartners, especially from low-income backgrounds to assure successful implementation of these types of programs.
-
Teachers’ mathematical knowledge is important for students’ achievement. The preparation of elementary and middle schoolteachers in mathematics needs strengthening. Teachers can’t teach what they do not know.
Publishers should make every effort to produce much shorter and more focused mathematics textbooks
“Traditional U.S. textbooks are extremely long – often 700-1,000 pages. Excessive length makes books more expensive and can contribute to a lack of coherence. Great length…due to the inclusion of many photographs, motivational stories, and other nonmathematical content…is not necessary for high achievement.” Page xxiv, 56 – National Mathematics Advisory Panel, Final Report
One of the major problems, the textbooks requirements have varied per state, school, and textbook publisher. Textbook publishers should publish editions that include a clear emphasis on the material states and districts agree to teach in specific grades.
Among many recommendations for improvement, the report highlights the necessary changes to math syllabus so students are to be successful. “There is a problem of kids not feeling like they’re getting anywhere…,” says panel chairman Larry Faulkner, president emeritus of the University of Texas at Austin. “Math books are much smaller in many countries with higher mathematics achievement, the panel states. With most curriculum’s consisting of massive textbooks running up to 1,000 pages, they lack coherence and attempt to do everything, everywhere.”
The math textbook publishers need to take a leaf from a Harry Potter novel, make it readable and make sense.
Popularity: 69% [?]
