Archive for the ‘Common Core Math’ Tag
Recognizing an American Hero: John Saxon
by Nakonia (Niki) Hayes
This article, found at Education Views, introduces John Saxon, whose math materials are used by one million home schooled students today. Saxon’s textbooks are found in Arizona’s BASIS schools, as well as in private schools and some public schools across the country.
Both this article and the book about John Saxon are written by Niki Hayes, who has given permission to repost the article here.
Seeking recognition for a hero in mathematics education may be a waste of time since so many Americans’ eyes glaze over at the mere mention of the word “math.” Too many claim they don’t like math, can’t do math, or don’t want even to think about math. (This phenomenon is found only in America. Interestingly, such attitudes are not heard in Third World countries that produce strong math students.)
So what’s the point in looking at an American math hero now? Maybe recognizing a math teacher-turned-millionaire-author-and-publisher who took a beating for 15 years from the powerful math education establishment will help refuel the parents and citizens—those special “Davids”—who are stepping up to fight the unified Goliaths of Common Core.
His enemies, who are among today’s Goliaths, will sneer upon hearing his name: John Saxon. They still refuse to accept the results of his “common sense genius” in teaching K-12 mathematics.
Saxon literally popped onto the national math education scene unexpectedly and uninvited in 1981 after self-publishing his first algebra textbook. Reformist authors, who quickly became his opponents, were claiming that making math more fun and “relevant” to girls and minorities was the answer to getting higher scores on international tests. He said his proven book was user-friendly and historically-based and was the answer for all students. They said his ideas worked only for white males and Asians because American girls and minorities couldn’t think analytically or with deductive reasoning. He called them racist and sexist. War was declared on Saxon with all the might of federal, state, and local resources of the math education leadership.
He had no idea that he, in turn, would ultimately choose to be a catalyst for the “math wars” that erupted among parents, school districts, and state textbook committees in the 1990s, and that the results of his promoting parent empowerment for a decade might help set up the battles by parents against Common Core.
Saxon was simply a retired U.S. Air Force officer who had begun teaching algebra to students in night classes at Oscar Rose Junior College in Oklahoma in 1970. Having taught engineering at the U.S. Air Force Academy, he discovered woeful deficiencies in his community college students’ basic math skills. Determining they were capable of learning but that they had not been taught those basic skills, he began creating specially-designed worksheets of problems for his students over the next five years, with step-by-step procedures and a use of creative repetition for continuous practice. By 1975, he had a manuscript that the junior college print shop mimeographed and collated for the students.
Then in 1980, after a year-long pilot study in 20 Oklahoma public schools with amazing results (monitored by the Oklahoma chapter of the American Federation of Teachers), Saxon was ready to publish his book in hardback for any school that taught a first year algebra course. He was rebuffed by six publishers in New York City because he wasn’t “a member of a math education committee.” One other publisher did suggest, however, that he publish the book himself. Borrowing $80,000, Saxon did just that. When he died in 1996, Saxon Publishers in Norman, Oklahoma, had sales of $27 million. When his company was sold in 2004, the reported selling price was $100 million.
For those 15 years as a teacher, author, and publisher, Saxon found himself on the defensive against not only government bureaucrats, but the National Council of Teachers of Mathematics (NCTM), a powerful special interest group with political ties to the U.S. Department of Education and the National Science Foundation (NSF). The followers of NCTM were receiving large federal grants to write reform math materials that promoted equity over excellence as the new American goal in mathematics. They did not want to share their bounty and prestige with an outsider who wasn’t even “trained” as a teacher. Worse, he disagreed with their equity ideology as the new function of math education.
They attacked his traditional content with no pictures as boring and “drill and kill.” He had refused to put color photos in his books, saying that such space and costs should be used for showing examples on how to work the problems rather than promoting social justice. He insisted on incremental development with one lesson per day, his unique creative repetition, and no separate chapters which he called “hunk learning”—i.e., students trying to consume a major concept and moving on to the next hunk even if they hadn’t digested the previous one. He required a test after every five lessons so reteaching, if needed, could be planned immediately. And, unbelievably, students were not allowed to use calculators for daily work or tests until the eighth grade. (That’s still true today with Saxon Math.)
Saxon scoffed when reformists insisted that historically-proven mathematics, which had been developed over 2,000 years by diverse cultures from around the world, was effective only with “white males” in America—and “Asians.” Then, he would explode with anger over what he called disastrous teaching materials and methods being purchased without proof of their results.
The biggest surprise to the leaders was when Saxon bought full-page advertisements in mathematics journals, magazines and major newspapers to respond to the charges laid against him and his work. As a World War II veteran, West Point graduate, Korean War combat pilot awarded the Distinguished Flying Cross, and a Vietnam veteran, Saxon was a fully trained and experienced warrior who was now fighting “a good war” for children in American mathematics education. Later described as the “George Patton of math education,” Saxon saw no purpose in losing any battle and was not averse to launching a frontal assault. He often got bloodied, but so did they.
As a man with three degrees in engineering, he also knew about the use of mathematics in the real world, including flying airplanes in life and death situations. He ridiculed the elitists’ feigned “real world” problems in textbooks. Saxon wasn’t about to back down from those he thought were promoting their ideology in textbooks and not proving their programs’ results before launching them into schools. “Results matter,” he kept saying, and he had reams of results to show that his textbooks were working.
He constantly called on parents to step forward and fight the new “fuzzy math” programs. Some parents finally did come out swinging in California and in 1994 led a major change in that state’s curriculum standards. That parental action is being repeated now across America regarding Common Core.
Some of his opponents literally cheered when he died. They still hate him today, 18 years after his death. Schools of education that train teachers dismiss his work even though many of his warnings about their programs have come true:
- Use of calculators too early ruins students’ acquisition of basic skills, many of which must be learned by memorization, such as multiplication facts and mental math.
- Not understanding the importance of algebra—true algebra—at the eighth grade level as the gateway subject for later entry into science, technology, engineering, and mathematics (STEM) would prevent many students from entering those fields and leave America short-handed for individuals who could help provide growth and development of the country.
- Turning teacher-facilitated, rather than teacher-led, classrooms into discovery fun fests with lots of conversation, written explanations of problem-solving, and a focus on non-competitive, differentiated learning found math classrooms that included the weakest to the gifted student. “White males,” gifted children, and Asians were effectively ignored. Process, not the results, was to be enjoyed. Saxon warned this would cause both girls and boys of all races to be in remedial math classes in college, which would negate many of their career choices. Seventy to ninety percent of community college students are indeed enrolled in remedial math today. Up to forty percent must take it in four-year colleges. Common Core proponents claim they will change that statistic—with their weakened math program that even their leaders admit won’t prepare students for STEM careers.
John Saxon’s Story, a genius of common sense in math education, is the biography of a man who fought for his country in three wars and then, in an unexpected second career, for American children in mathematics education. He became, and still is, a real hero to millions of children:
A class of eighth graders in a Spokane, WA, Catholic school put his algebra book on the church’s altar at Thanksgiving in 1985 because of their appreciation for its impact on their learning. The Window Rock High School Navajo students in Fort Defiance, AZ, chose him as their graduation speaker over the state’s governor in 1992. His materials are used by one million home schooled students today and his textbooks are found in Arizona’s successful BASIS charter schools, as well as in private schools and smaller public schools across the country.
The biography is filled with facts and stories of his successes, as well as an honest portrayal of a colorful, eccentric man “cursed with clarity” who proved to be a born teacher as well as a born warrior. All proceeds from the biography go to West Point’s Department of Mathematical Sciences in honor of LTC (Ret.) John Harold Saxon, Jr. More can be learned about John Saxon and the book at http://saxonmathwarrior.com. (A free 16-page booklet can also be downloaded.)
New York parents are launching their children’s Common Core math homework — AT Governor Cuomo.
Mark Ferreris, a leader in Stop Common Core in New York State, came up with the idea of sending the children’s homework to the Governor. Tired of seeing their children “suffer each night with abusive, age-inappropriate homework that destroys both their self-esteem and their freedom to truly learn,” Ferreris and other organizers planned the campaign and created a public Facebook event page at Stop Common in New York State, set for February 28, 2014: https://www.facebook.com/events/1433445366892441/
New York parents will simply send their child’s homework via email or regular mail to Governor Cuomo. They plan to title each email or tweet: “CAN YOU DO THIS? –Because Our Children Can’t.”
“Let him get a taste of the suffocating, mind-numbing curriculum that he’s helped shove down our children’s throats which will enslave their impressionable minds….. It’s simple, it’s quick and it’s for YOUR CHILDREN…. Flood him with emails daily or send weekly updates to him,” said organizers.
If you are in New York, here is the contact information for your governor:
Governor Andrew M. Cuomo – Office of the Governor – NYS State Capital Building – Albany, NY 12224
Wondering what the homework actually looks like? Here are a few samples.
EngageNY/Common Core Math Homework
This one is from a first grade class:
Governor Cuomo, can you do it?
The next one is from a kindergarten class. (Where are the plus, minus, or equals signs? What is a “number bond”?)
This next one is for second graders. It could as well be for college students; it makes no sense.
Here’s one for third graders that avoids simplicity and clarity, deliberately:
Here’s a video created by Stop Common Core in New York State: “Governor Cuomo, Can You Hear Us: 20,000?”
Click here to watch the t.v. interview with Arkansas mother Karen Lamoreaux on the Glenn Beck show.
Click here (or below) to view Karen Lamoreaux’s smashing testimony to her state school board.
On her t.v. interview, Lamoreaux noted that most state school boards are appointed, not elected and that of the twenty two states that are fighting back against Common Core, all are legislative fights; none are state school boards who have seen the light.
Teachers across the country are contacting her, saying, “Please fight this for us,” because teachers who are currently teaching in government schools are told by their leaders (state school board and down) that they may not speak against Common Core. So teachers rely on parents to stop the Common Core train wreck.
Lamoreaux also said:
“The standards are not the issue; it’s the baggage that comes with it.”
“It is not state-led. It is state implemented.”
A friend called last week to say that she’s decided to home school her child. She wanted to know what curriculum I use. She said that ever since Common Core came to town, her child hates school –and sadly, he especially hates math. I told her that I use pre-Common Core Saxon, but that there are many good non-Common Core math programs she can find. The point is to steer clear of Common Core aligned education products. Classical math works. It’s worked for a long, long, long, long time.
Story time: When I began to home school my son just fourteen months ago, his main complaint was being bored in school. He was then just an average student. But he wasn’t given any extra attention, nor extra challenges, as a middle of the road student at that school. He spent a lot of time being finished with his math, just reading at his desk while the teacher helped the slower children, and while the gifted children were in another classroom.
This wasn’t a good use of my son’s time. That was in his first month of fourth grade; and I said, “enough”.
Now, as a fifth grader, he loves math. He’s good at it and proud of it. He wouldn’t admit this. But I know he is. He’s already on the seventh grade math level.
He’s not being forced. He is experiencing the LOVE of learning math, alongside the love of actual autonomy. Liberty.
We slow down or speed up as we need to; our little kitchen/living room/park bench/front yard/ anyplace-we-want-to-go home school is customized to his abilities. We skip along past what he doesn’t need to over-review. We slow down and do extra on the parts he does need to work on.
And we take recess any old time we feel like it. We work hard and we take education seriously, but JOYFULLY. We don’t stress him out. We play at math, we work at math, the way we also play at basketball and at engineering and we still bake cookies and blow up home made kitchen volcanoes and wrestle the three-year-old and visit museums and play the piano or paint or play with the microscope or do deep research on some question he came up with –any time we want to.
We can take naps. We can write books. We can compose music. We can talk as long as we want to about what we learn in history, geography, languages. We are in charge of us.
And he’s sprinted ahead, two years ahead of his grade level in math.
Why do I tell you this? Am I just bragging? No. I am rejoicing. There is freedom in this country to homeschool –or to private school or to public school. (One can not legally home school in MANY places– even in Germany or Sweden, where I spent much of my early life– these supposedly “free” countries. I thank God for this freedom in America.
My high schooler attends public school. Sadly, she and I both realize that she has lost the love of learning. She does the bare minimum to get a decent grade. She doesn’t like math. She doesn’t like science. She doesn’t even like English anymore. It’s dreary now. She puts up with it and then she reads what she actually enjoys reading at home.
Is this just my imagination? Is there an actual, national tragedy going on, that schools under Common Core are sapping the love of learning away from students? Is it to be blamed on the “human capital” angle, the factory view of humanity; just processing people to prepare them to be worker bees rather than preparing them to be free, original thinkers, forging their own paths in life?
I think so.
But there’s one more thing. My son’s math success story is not, as some of my friends suppose, because I happen to be a credentialed teacher.
It’s because I’m a mom who loves to learn. I believe in REAL, classical education, where we teach what’s been time-tested for centuries, and teach a love of learning and a love of God. We do not teach toward a test that politicians and businessmen have hung their career hats on (and have then shoved down others’ throats.) That’s increasingly what public school teachers must do, and what they now also must advocate for. Shudder!
The love of home learning explains why I like this news clip so much. The t.v. clip explains that parents in Oregon are pulling their students out of Common Core math classes to teach them real math at home.
I can’t get the clip to embed, so click here to see the Oregon TV News clip or read more about it at The Blaze.
It’s good to know that there are options. There may be people for whom Common Core makes sense and fits. But it’s not for everyone.
One size does not fit all– never has, never will.
Subservience to truly stupid ideas —like dumbing down high school math for economic gain— was never meant to be the destiny of the free American people.
Yet that is what has happened to American education under Common Core. In the video testimony of Common Core creator Jason Zimba, in recent articles by the American Institutes for Research (AIR), in the written testimony of Common Core validation members Dr. Sandra Stotsky and Dr. James Milgram, and in the 2013 Common Core report of the National Center for Education and the Economy (NCEE) we see that Common Core math deliberately diminishes and weakens, rather than adding to, high school math standards.
At the American Institutes for Research (AIR) website, (FYI, this is the company that writes Utah’s Common Core math and English test) there are articles claiming that it’s in the best interest of the taxpayers that more students should only aim for a two year college degree.
AIR dismisses the idea that a student might WANT to learn more than what is available at the associates’ degree level. Individual desires and rights don’t even factor into the collectivism of education reform.
AIR fails to address the fact that not all college educations are tax-funded; some people actually pay for their own tuition. AIR takes the socialist view that taxpayers are “stakeholders” so they should determine whether a student may or may not get more education. AIR says: “Do graduates who earn an associate’s degree and participate in the labor force experience returns, such as higher wages, that justify the costs incurred by them in obtaining that degree? Do taxpayers receive a positive return on their investment in the production of associate’s degrees?”
Professor Sandra Stotsky, who served on the official Common Core Validation Committee, has written an article, Common Core Math Standards Do Not Prepare U.S. Students for STEM Careers. How Come?” (It is posted in full at Heritage Foundation’s website.)
Dr. Stotsky writes that states adopted Common Core math because they were told that it would make high school students “college- and career-ready” and would strengthen the pipeline for science, technology, engineering, and math (STEM), but it is clear this claim was not true. Stotsky reminds us that Professor James Milgram has testified to the fact that common core math dumbed down U.S. high school standards.
With the exception of a few standards in trigonometry, the math standards END after Algebra II, reported Stanford emeritus professor James Milgram (Milgram was also an official member of the Common Core validation committee.)
Both Milgram and Stotsky refused to sign off on the academic quality of the national standards, and made public their explanation and criticism of the final version of Common Core’s standards.
Stotsky points out that the lead mathematics standards writers themselves were telling the public how LOW Common Core’s high school math standards were. At a March 2010 meeting of the Massachusetts Board of Elementary and Secondary Education, Jason Zimba, a lead writer, told the board that the standards are “not only not for STEM, they are also not for selective colleges.”
Yet, strangely, Stotsky was the only member of the board who expressed concern upon hearing Zimba’s words. Watch that one minute video here.
“U.S. government data show that only one out of every 50 prospective STEM majors who begin their undergraduate math coursework at the precalculus level or lower will earn bachelor’s degrees in a STEM area. Moreover, students whose last high school mathematics course was Algebra II or lower have less than a 40 percent chance of earning any kind of four-year college degree.”
Not only that: Stotsky points out that in January 2010, William McCallum, another lead mathematics standards writer, told a group of mathematicians: “The overall standards would not be too high, certainly not in comparison [to] other nations, including East Asia, where math education excels.”
Dr. Stotsky also notes that there are “other consequences to over 46 states having a college readiness test with low expectations.” The U.S. Department of Education’s competitive grant program, Race to the Top, required states to place students who have been admitted by their public colleges and universities into credit-bearing (non-remedial) mathematics (and English) courses if they have passed a Common Core–based “college readiness” test. Stotsky writes: “Selective public colleges and universities will likely have to lower the level of their introductory math courses to avoid unacceptably high failure rates.”
Stotsky says, “It is still astonishing that over 46 boards of education adopted Common Core’s standards—usually at the recommendation of their commissioner of education and department of education staff—without asking the faculty who teach mathematics and English at their own higher education institutions (and in their own high schools) to do an analysis of Common Core’s definition of college readiness… Who could be better judges of college readiness?”
Read the rest of Stotsky’s article here.
What about NCEE? Surely the National Center on Education and the Economy (NCEE) would not want to dumb down your child!
In the 2013 report from NCEE, “What Does It Really Mean to be College and Career Ready?” it recommends that we all throw out the higher math we used to teach in high schools in America.
“Mastery of Algebra II is widely thought to be a prerequisite for success in college and careers. Our research shows that that is not so… Based on our data, one cannot make the case that high school graduates must be proficient in Algebra II to be ready for college and careers. The high school mathematics curriculum is now centered on the teaching of a sequence of courses leading to calculus that includes Geometry, Algebra II, Pre-Calculus and Calculus. However, fewer than five percent of American workers and an even smaller percentage of community college students will ever need to master the courses in this sequence in their college or in the workplace… they should not be required courses in our high schools. To require these courses in high school is to deny to many students the opportunity to graduate high school because they have not mastered a sequence of mathematics courses they will never need. In the face of these findings, the policy of requiring a passing score on an Algebra II exam for high school graduation simply cannot be justified.”
Read the rest of the NCEE report here.
When will people stop saying that Common Core standards are legitimate preparation for 4 year colleges? It so obviously isn’t true.
When will people admit that Common Core caters to a low common denominator and robs high achievers and mid-achievers? Probably never. Proponents pushed Common Core on Americans for a deliberate purpose: so that politicians and the private corporations they’ve partnered with, can analyze, punish and reward those who have forgotten that they have real rights under a real Constitution to direct and control their own affairs.
Thank you, Dr. Sandra Stotsky and Dr. James Milgram for your tireless testimonies about American education reforms that hurt our children and our country.
Reposted with permission from Alan Singer of Hofstra University, Hempstead, NY
Gideon, my grandson, is almost nine-years old and starting fourth grade this year. He loves soccer, baseball, online videos, hip-hop, and school because that is where his friends are during the day. His attitude toward homework, and I suspect any school assignment, is to get it done fast so he can move on to more important and interesting things.
On last year’s New York State 3rd grade common core aligned math assessment Gideon scored in the proficient range, not the highest level, but not bad on a test where 70% of the students failed. I have been doing math homework with Gideon since school started and I noticed a couple of things that concern me about how math is being taught. I am not blaming his teachers or the school. I am certainly not blaming Gideon. But I worry that the problems he is having in math reflect the push for test prep for standardized tests.
The first problem is that Gideon seems to be convinced that there is only one right way to solve a problem and if he does not solve it that way he will be marked wrong. This problem he will get over either as he learns more about how the world works or becomes less interested in pleasing his teachers.
The second problem is a bit more serious to me as a teacher and grandparent. Instead of trying to understand a math problem and being willing to play with the numbers, Gideon is committed to remembering a long, complicated sequence of steps to finding a solution. If he makes a mistake somewhere in the sequence he gets the answer incorrect, but he does not recognize it as incorrect, because his goal was following the prescribed steps, not coming up with a result that makes sense.
Kids are supposed to be learning to estimate from the start of elementary school so they can stop and say this cannot possibly be the answer, but estimation requires both feeling comfortable with the relationships between numbers and a willingness to experiment and speculate, qualities that appear to be neglected in the test prep math curriculum.
One night recently Gideon had to figure out how many tens are in 540. He set up number groups. There are 10 tens in one hundred so he had five groups of 10 tens each. There are 4 tens in forty. He then added 10+10+10+10+10+4=54. I did not have a problem so far. But then he had to figure out how many tens were in 370 and he started to set up his number groups again instead of just saying if there are 54 tens in 540, there must be 37 tens in 370. He did not see or even look for the relationship between the two problems. They were separate entities.
The third question was how many twenties are in 640 and again he started by setting up his number groups. I asked him how many tens were in 640 and if there were more tens or twenties, but his response was “That’s not the way we are supposed to do it.”
Maybe that was what he was told, maybe he was misinterpreting instructions, but in either case, he would not play with the numbers and try to figure out a solution on his own. He was memorizing rules, not learning math.
Initially I thought the problem here might just be Gideon’s stubbornness and anxiousness to be finished, after all there were other more rewarding things to be done. But email exchanges on the Long Island “Middle School Principals” listserv (firstname.lastname@example.org) point towards much more serious problems with the way math is being taught and assessed in the New World of Common Core and high-stakes assessments.
A principal at one affluent Nassau County middle school reported that in his school 235 eighth grade students took accelerated ninth grade math and 190 of them, 78.6% of the students, earned a grade of 80% or better. But inexplicably, 82 out of the 190 high scorers, 43%, scored less than proficient on the 8th-grade common math assessment. Three other middle school principals from similar districts reported the same phenomenon.
A fifth principal from another affluent high-performing Nassau County school district described the state math assessments as a “Kafkaesque system” that “does not make sense,” as a “fake testing system” that “hurts kids” and their teachers. He has middle school students who passed high school math examines with mastery level scores but who failed the common core standardized test and now must be assigned to remedial classes. He also cannot figure out how when his school had the highest seventh grade English and math assessment results in the state on the common core test, only one out of six of his seventh grade ELA and math teachers was rated highly effective.
He charged that the current instructional and testing system “only enriched consultants, textbook companies and service corporations.” He called it a “fiasco” that “only ensures further unfunded mandates, pushes schools to become test-prep centers, further institutionalizes an over-testing system that terribly hurts kids, and enshrines an unfair evaluation system that actually makes it harder to terminate unsatisfactory teachers.”
Actually, I do not find the lack of correlation between the 9th-grade algebra test scores and the 8th-grade common core assessments inexplicable. I think the same phenomenon is at work that I saw in Gideon’s homework. Students are not learning math, they are being prepped for tests to maximize test scores.
When you put different types of questions on the math test they are stymied because the procedures they were taught to follow do quite line up with the problems and they either do not know how, or are afraid to, adjust. They do not estimate, they do not hypothesize, they do not “do the math,” they just get lost in the steps and get the answers incorrect.
I remember learning math the old-fashioned way, my friends and I had fun figuring out things we actually wanted to know and were very competitive at it. Back in the days before calculators and computers, the newspapers only updated baseball batting averages on Sundays, except for the league leaders. My friends and I were big baseball fans, our elementary and middle schools were about a mile from Yankee Stadium, and we needed to know the latest batting averages for Mickey Mantle, Roger Maris, Yogi Berra, Elston Howard, and “The Moose” Bill Skowron, so we calculated them every day during lunch (and sometimes when we were not paying attention in classes). It was not that we liked math –we loved baseball. Math was just a tool.
I walked into my high school 10th grade statewide geometry math test without having paid attention for most of the year (Bill Cosby used to tell the joke that when he was a kid his family was so poor he couldn’t afford to pay attention). But I was comfortable with math, numbers and problem solving and actually figured out geometry while taking the test itself.
I like finding patterns in math, I enjoy problem solving, and I appreciate the way it helps me to think systematically and provide evidence to support my conclusions. But I am convinced my comfort level is rooted in my love of baseball and the Yankees.
The other night I asked a group of college students if Robbie Cano is batting .310 and goes one for three with a sharp single, two fly outs, and a base on balls, what happens to his batting average. Some of the students had no idea, some of them started to calculate, but I knew his batting average went up, by just a little bit, because I know the relationships between numbers. That is what I am trying to teach Gideon.
Alan Singer, Director, Secondary Education Social Studies
Department of Teaching, Literacy and Leadership
128 Hagedorn Hall / 119 Hofstra University / Hempstead, NY 11549
Thanks to Professor Singer for this article which is also published at Huffington Post.
Kenny Bradley, a Utah teenager, gave the following speech at the State Capitol last week, which was heard by a crowd of 500-600 people that included dozens of legislators, and teachers, parents and school board members. Bradley, a recent high school graduate, Valedictorian, Math Sterling Scholar Winner in the Southwestern Utah Region, and former math teacher’s aide, aiding in Common Core math classes, has given permission to share this speech.
I would like to start my speech with Aesop’s Fable of The Flies and the Honey-Pot.
“A number of flies were attracted to a jar of honey which had been overturned in a housekeeper’s room, and placing their feet in it, ate greedily. Their feet, however, became so smeared with the honey that they could not use their wings, nor release themselves, and were suffocated. Just as they were expiring, they exclaimed, ’O foolish creatures that we are, for the sake of a little pleasure we have destroyed ourselves.’”
I oppose Common Core because it is like the honey that trapped and suffocated the flies, because although it appears to be wonderful, it is dangerous. It is untested, unalterable by the people and teachers in local communities, and we cannot realistically “opt out” after it is fully implemented.
First, as a recent high school graduate, Valedictorian, Math Sterling Scholar Winner in the Southwestern Utah Region, and a former math teacher’s aide, I experienced firsthand the common core math standards being implemented at my high school. I saw students struggle with the common core curriculum in the math class where I was a teacher’s aide. Not because it was advanced or difficult, but because of the rapid pace at which new concepts were introduced and the lack of necessary explanations. Many lessons jumped from one concept to another and often combined them after five problems or so, before they have fully learned or even understood the original concepts. Most importantly, they never learned “why” these concepts function, work together, or even exist. They simply learned “what” they are called and, if they are lucky, they learned “how” to do them.
Despite these issues with the math section of common core, our school is being forced to adopt Common Core fully this next school year –if something is not done by the legislature soon.
Second, Common Core is taking our children’s education away from us locally and placing them into the hands of an ever expanding government. Almost every case of this in history has led to a tyrannical government fueled by the rising generation that has been indoctrinated with specific political and social views, such as the example of youth being taught to believe in anti-Semitism in Nazi Germany.
Thankfully, our Founding Fathers included the Tenth Amendment in our Constitution to protect States’ rights protecting our children’s education from any federal program. The General Educational Provisions Act (GEPA) also explicitly protects the education system from federal control. We must enforce these protections.
Third, once Common Core is fully implemented in the next school year, with so much invested money and training, we will not be able to easily “opt out.” This is especially alarming because State
Education Boards signed into Common Core before the standards were ever written!!! Common Core’s federal control does not stop with public schools. Students in charter and private schools, as well as homeschoolers, will also eventually have no choice but to learn what the federal government wants to teach them. Why? Because of the National Standards that will naturally follow Common Core in the States that it is implemented in. The ACT and SAT, necessary tests for college placement, will be aligned to Common Core standards, which may prevent homeschooled children from attending college if they do not study Common Core material.
Therefore, I oppose Common Core because it is untested, unalterable except by getting permission from outside Utah, and we are unable to “opt out.” May our children and our education system not become stuck and suffocate in Common Core like the flies trapped in honey from Aesop’s fable.
You can imagine that, despite the no-applause-please request of the meeting’s moderator, there was thunderous applause following this speech. Thank you, Kenny Bradley.