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Insights and Strategies for Teaching At-Risk Kids

February 10th, 2010

The following bits and pieces are excerpts from an article written by Bill Page, Author of “At-Risk Students.”

“At-Risk Students: Children expected to fail because teachers cannot motivate, control, teach, or interest using traditional teaching methods and pre-determined, grade level curriculum.”

“Students with a history of struggle and failure accept the inevitability of continued struggle and of ultimate failure. They do not respond as normally expected to class management strategies such as rewards, punishment, threats, grades, and flunking, however effectively teachers may use such strategies on other students. The at-risk students’ misbehavior, disruption, and lack of cooperation are a constant, daily hassle for everyone: administrators, teachers, other members of the class, and the misbehaving students themselves.

Not every student has caring parents, a home, adequate living conditions, extended family, friends, a scout troop, a religion, supervision, discipline, or enough to eat. School is the only experience that every student shares in common. For most of these children, their schooling and their teachers are the last best hope for finding acceptance, understanding, belonging, meaning, and anyone in their lives who cares. For teachers classroom interaction is a chance to salvage their ravaged lives and make a real difference in this crucial, formative time in a student’s development. Outside of family members, teachers are likely to be the most influential person in a kid’s life.

Nothing is more unfair than the equal treatment of un-equal students. A grossly unfair teaching and grading procedure is treating every student alike. Fairness in teaching lies in the equality of the goal not in equality of the procedures for reaching the goal. Giving all kids the same test after the same exposure, to the same material at the same time and scoring it all the same is blatantly unfair. All need to achieve the same educational objectives but not with the same level, beginning point, procedure, assignments, time, tests, grades, or progression. Students learn what they experience. If they live on a ranch, they learn about horses. If they live among people who use profanity, they use profanity – children learn what they live. At-risk students don’t know they are at-risk and don’t want to be at-risk. The question is, ‘What experiences might teachers offer to help students learn skills and behaviors that will lead to learning prerequisite material, developing a better attitude, and seeing themselves as capable?’

Teachers are not responsible for the mandates and policies that create so many of the problems for students at-risk, and they cannot implement reforms on their own behalf.  Teachers can, however, differentiate assignments (there are numerous books that tell how.) They can take immediate steps to improving teacher-student relationships in their own classrooms by empathizing with the student’s dilemma, understanding the causal factors of their misbehavior, and recognizing the defensive measures used by at-risk students to hide their problems, embarrassment, pain, and anguish.

Imagine the agonizing boredom of kids sitting through hour after hour, day after day having no involvement or interest, worrying that you might appear incompetent or stupid, and, thinking that school will never get any better, only worse. As a starting point, teachers can take responsibility for accepting and teaching all students including those most at risk, and they can use the responsibility, decisions, and options, within their purview, to:

• Adjust their teaching methods,
• Apply proven, more current, techniques,
• Develop new procedures,
• Utilize differentiation strategies,
• Increase student responsibility for learning,
• Examine existing attitudes,
• Encourage more student participation,
• Critique their teaching-learning interaction,
• Give students more input and opportunity,
• Communicate more meaningfully with the parents
• Utilize new brain-mind research
• Review and renew educational priorities,
• Recommit to student-centered learning,
• Conduct class meetings and discussions.
• Involve all students in the decision making.
• Utilize new technology,
• Use a team approach,
• Use pair-sharing & study buddies
• Use multi-modality learning,
• Use errors as help rather than evaluation.
• Offer reprieve and second opportunity
• Introduce authentic learning,
• Use production-driven activities,
• Create a community concept
• Use unit and project activities,
• Use hands-on activities,
• Use small group interaction.

Although many ridiculous, mindless, bureaucratic procedures are nightmares rigged against effectively teaching and helping at-risk students, the obvious, simple fact is this; students are compelled to come to our classes. They have no choice. Teachers are obliged to teach the required curriculum to all students assigned to them. There is no choice reasonable choice. There is no viable alternative on either side except for teachers to change the teaching-learning conditions. The kids cannot change what, when, or how they are taught. They just show up as required. The teachers’ job is to teach all students, who are accepted by the school and placed in their classes—no exceptions, no excuses.”

To read the full article and to read testimonials for Bill’s book, “At-Risk Students,” visit his website  http://www.at-riskstudents.com/

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October 14th, 2009


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Great website for teachers!

October 9th, 2009

I found the most wonderful website for teachers!  If you would like to find free activities specific to a subject AND grade level, go to www.education.com/activity/ and enter requested information in the fields provided.  Here’s a sample:

Topics: Middle School, Math:  Circumference, Radius, Diameter, Oh My! 

Supplies needed:  Spool of yarn, Scissors, Tape measure or ruler, paper, pencil

Even though middle school geometry can be tough, there’s no reason to fear the friendly circle. Big words like “circumference,” “radius,” and “diameter” may sound intimidating, but they’re just fancy words for different measurements of a circle. Here’s a quick, kid-friendly intro to those geometry terms, and a fail-safe way to calculate circumference, no matter what!

Circumference

Circumference is defined as the distance around a closed curve (i.e. a circle or ellipse). To illustrate the concept of circumference, sit at the table with your child and take a string (a shoelace or piece of  yarn works great). First, have her measure the string with a tape measure or ruler. Write down the measurement; let’s say it’s 18 inches. Now, tell her to make a circle on the table with the string, with one end touching the other. Explain to her that the circumference of the circle is the length of the string: the distance all the way around the circle. Ask her what the circumference of that circle is. If she can figure out that it’s 18 inches, she gets the basic concept.

Diameter

The next thing to illustrate is the idea of diameter. The diameter of a circle is the length of a straight line which passes through the center of the circle and ends at the circle’s edge. To illustrate this concept, take another string and ask your child to stretch it right across the middle of the circle. Cut off the excess that is hanging over the sides of the circle, if possible. Explain that the distance of that string from one edge of the circle to the other is the diameter. The diameter is the distance across the middle of a circle.

Radius

Next, take that diameter string and fold it in half. That’s how you show her the radius (which is defined as being a line from the center of a circle to its perimeter). Tell her that the radius is the distance from the center of the circle to one of the edges, and by showing her with the string, you’ll help her remember that the radius is half of the diameter.

In geometry, knowing the radius of a circle is key to solving many other geometric problems. It can even be used to find the circumference or area of the circle! To calculate circumference, though, your child should know that the mathematical value of π (pi) is 3.14. She’ll then have all the basic pieces she needs to calculate circumference!

Now, explain that when she has to find the circumference of a circle on paper, she won’t be able to stretch it out and measure it, so she has to use a formula. And, as with all formulas, she’s going to have to memorize it. For circumference, she has two choices, depending upon what information she’s given. Sometimes she’ll have the diameter; sometimes she’ll have the radius, so it’s important to remind her which is which.

If she has the diameter, the formula is dπ, or diameter times 3.14. If the diameter is 4 inches, that’s 4 x 3.14 = 12.56 inches.

If she has the radius, the formula is 2π r, or 2 times 3.14 times the radius. For the same circle, the radius would be 2 inches (half of the diameter), so the answer would be the same: 2 x 3.14 x 2 = 12.56 inches!

Join The Innovative Educator

September 6th, 2009


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JAMS 2010 Conference

September 2nd, 2009

Our 2010 conference will be held at El Tropicano hotel in San Antonio, TX, in June 2010. (JAMS: Journery to Advance in Math and Science)…..more to come!

Fact-of-the-Day Badges

March 4th, 2009

Students can choose a fact that is difficult and cut that out to put in the badge and wear it.  Throughout the day, the other students, teachers, custodians, principal, etc., ask the student, “What is 8 X 8?” 

 It’s just a fun way to constantly practice a particular fact until mastered, at which time they pick another one.

Tips from teachers

March 4th, 2009

If you have tips that you would like to share with other teachers, we’d love to hear from you.

Multiplication Face-off - Contributed by Amanda Tucker, 3rd grade teacher at Bonham Elementary, San Angelo, TX

March 4th, 2009

This is a great game and is best if played with a large group (6 or more players).     The object of the game is to be the last one standing.

HOW TO PLAY: Everyone stands in a circle. The teacher chooses someone to start. The one who is “it” challenges any other player in the circle by saying any multiplication problem. If that player answers with the correct product, then the challenger sits down and this new challenger continues by choosing another player in the circle. If the incorrect product is given, that player must sit, and the challenger must be able to give the correct product. In the case that neither player is able to answer correctly, they must both sit and the control goes to the player standing to the right of the challenger. This encourages the students to practice “harder” multiplication problems. They must know the answer to their own multiplication problems, or they too will have to sit. This will continue until there is only one player standing.

“TAKS Return 2009″ - June 22-24 -San Antonio

February 16th, 2009

Take an “education vacation” with us on the Riverwalk in San Antonio June 22nd through June 24th! SOS For Teachers and A Very Good Teacher are co-sponsoring this event, which will focus on math and science. Our presenters are dynamic and will not only motivate you, but will provide you with hands-on activities and strategies that you can take back to the classroom and use right away. Please visit our “workshops” page, to see comments from our last conference.

The Math & Science TAKS Bailout

February 3rd, 2009

We just finished our Math & Science TAKS Bailout workshop in Big Spring and the response was fantastic.  We had over 100 teachers in attendance and have had requests to come to several schools to work with groups of teachers. 

The next TAKS Bailout workshop will be in San Antonio in June 2009.