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Seasonal Scavenger Hunt

October 11, 2008

-by Mimi Rothschild

As autumn comes on, we love to get outdoors into the crisp fall air! You don’t have to choose between study and fresh air when you take some learning scavenger hunts to support your studies.

Just give your students paper and writing implements, maybe a digital camera or a sketch book, and a list of things to hunt for. Have a great walk, and come home with a lot of teaching points for the rest of the day.

Signs of Fall
• Birds flying south for the winter – monarch butterflies, too.
• Color in the leaves of trees and shrubs.
• Seed pods on the ground, sticking to your socks, and floating in the air (collect them and make a lapbook or labeled display).
• Chipmunks chattering.
• Ripening fruits: grapes, pumpkins, apples, more.
• Blooming flowers: Michaelmas daisies, chrysanthemum, and bittersweet.
• Cooler temperatures at night.
• Morning mists.
• Pine cones fallen on the ground, along with some nibbled acorns and nuts.
• Yellowjackets getting busy.

Architecture Walk
• A-frame
• Arch
• Casement window (a window that opens by swinging out, not sliding up)
• Columns
• Dutch door (a door divided in half, so the halves open separately)
• Eaves
• Gables
• Keystone
• Mullions (the vertical piece between windows)
• Oriel (a box-like window that sticks out from the wall)
• Shutters

Alphabet Walk
• Try to find an example of every letter before getting home.
• Decide whether you’ll include “accidental letters” – the half-circle gate that looks like a C or the O-shaped manhole cover.

You can take scavenger hunt walks at any time of year, but the fall is a particularly nice time to do it.

**********************************************************
Mimi Rothschild is the Founder of Learning By Grace, Inc. the nation’s leading provider of online PreK-12 online Christian educational programs for homeschoolers.

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Visualizing: Part 2 of 2

November 6, 2007

By Mimi Rothschild

Here is part two of the visualizing article I posted yesterday.  Let me know what you think!  Have you tried a visualizing strategy before with your children?  Did it work?  If it didn’t then what has worked for your child’s reading comprehension?

Taking Visualizing to the Next Level

Visualization activities lend themselves to follow-up lessons. For example, the few sentences suggested in the “Starting Small” activity lead the way for deeper discussions about making inferences. Students can discuss not only what they visualize when they hear or read given text but also the questions that the text suggests, such as, “Why do you think Joan received all of these gifts?” or “What do you think Joan will do next?” You can take this particular discussion further by allowing students to personalize the experience by answering questions such as, “What would you do if you were Joan?” or “How would you feel if you were in Joan’s place?”

When Can You Use It?

Reading

Students can sharpen their visualizing skills as they read independently, participate in small group reading activities, or listen to a text. To encourage visualizing, turn out the lights and ask students to close their eyes as they listen. Pause frequently to allow students to share their images and mental pictures with the class. The ability to generate visual images from texts becomes increasingly important as students move from richly illustrated storybooks into “chapter books” with relatively few pictures. Ease the transition by explaining that skillful writers use descriptive language designed to generate imagery in their readers’ imaginations. Encourage students to create their own mental images, thereby illustrating the books themselves-filling in the pictures that the author paints using only words.

Writing

Text that is easy to visualize is often filled with vivid descriptions or strong verbs. Watch for sentences or paragraphs in students’ writing that lend themselves to practice with visualization. With students’ permission, share these examples with the class, encouraging discussion not only of the images created by the text but about why the chosen text allows for visualization. And encourage young writers to use language that generates images-this is when writing really sparkles!

Math

Visualization is a helpful skill in mathematics as well. Students often use manipulatives to make math concepts more concrete, and visualization is a way of internalizing the concepts the manipulatives reinforce. For instance, a class that has been studying fractions and using fraction bars can segue into a discussion comparing the sizes of fractions using common images. A question such as, “Would you rather have 1/2 or 1/3 of a pizza?” is more easily answered if students can picture a pizza (or at least a circle) and what 1/2 versus 1/3 looks like. At the beginning of such a conversation, you can draw two pizzas on the board, shading in 1/2 of the first and 1/3 of the second. As the discussion continues, (1/4 versus 1/8, 2/3 versus 3/4, and so on) challenge students to picture the pizzas in their minds or to draw their visual images.

Social Studies

As students study history, they are sometimes presented with a list of dates and names. For students to really visualize historic events, they need sufficient details to create rich pictures. Allow students opportunities to listen to or read personal accounts of an event or time period they are studying. When available, pieces written from a child’s perspective are helpful in forging personal links between students and the time period in question. For instance, Sarah Morton’s Day: A Day In The Life of a Pilgrim Girl and Samuel Eaton’s Day: A Day In The Life of a Pilgrim Boy, both by Kate Waters, provide context to help young children understand colonial life.

Science

Visualizing is sometimes a good challenge with some of the more abstract concepts studied in science. For instance, many classes study plants, and students are told that plants need water to grow. While students can memorize the fact that water travels from a plant’s roots through the stem to its leaves or buds, putting a white carnation in a vase filled with water that has been tinted blue with food coloring provides a vivid example of this process as students witness the flower eventually turn blue.

Lesson Plans

Visualizing: Following the Drinking Gourd
This lesson is designed to establish the skill of visualizing for primary students. In this lesson, students use clues from the text to be able to create their own images and imagine how characters are thinking and feeling.

Visualizing: Hill of Fire
This lesson is designed to expand the skill of visualizing for primary students.

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Teaching Children with ADD/ADHD

October 23, 2007

By Mimi Rothschild

In 2007 it seems as if everyone is close to a child that has been diagnosed with Attention Deficit Hyperactivity Disorder, but what exactly is ADHD/ADD?  How do you know if your child is suffering from this disorder?  How do you teach a child with ADD/ADHD, especially if they are homeschooled?

Learn the answers to all these questions and more in the helpful article below which I came across last night.  Please let me know what you think! Thanks!


ERIC EC Digest #E569, September 1998


Defining Attention Deficit Disorder/Attention Deficit Hyperactivity Disorder (ADD/ADHD)

Attention deficit disorder is a syndrome characterized by serious and persistent difficulties in the following three specific areas:

  1. Attention span

  2. Impulse control

  3. Hyperactivity (sometimes)

ADD is a chronic disorder that can begin in infancy and extend through adulthood. It can have negative effects on a child’s life at home, in school, and within the community. It is conservatively estimated that 3 to 5% of our school-age population is affected by ADD.

The condition previously fell under the headings “learning disabled,” “brain damaged,” “hyperkinetic,” and/or “hyperactive.” The term attention deficit disorder was introduced to describe the characteristics of these children more clearly.

Diagnosing ADD/ADHD

According to the criteria in the Diagnostic and Statistical Manual of Mental Disorders (4th ed., rev., American Psychiatric Association, 1994), to arrive at a diagnosis of ADD/ADHD, the clinician must note the presence of at least six of the nine following criteria for either Attention Span or Hyperactivity/Impulsivity.

Attention Span Criteria

Pays little attention to details; makes careless mistakes.
Has short attention span.
Does not listen when spoken to directly.
Does not follow instructions; fails to finish tasks.
Has difficulty organizing tasks.
Avoids tasks that require sustained mental effort.
Loses things.
Is easily distracted.
Is forgetful in daily activities.

Hyperactivity Criteria

Fidgets; squirms in seat.
Leaves seat in classroom when remaining seated is expected.
Often runs about or climbs excessively at inappropriate times.
Has difficulty playing quietly.
Talks excessively.

Impulsivity Criteria

Blurts out answers before questions are completed.
Has difficulty awaiting turn.
Often interrupts or intrudes on others.

Establishing the Proper Learning Environment

  • Seat students with ADD near the teacher’s desk, but include them as part of the regular class seating.

  • Place these students up front with their backs to the rest of the class to keep other students out of view.

  • Surround students with ADD with good role models.

  • Encourage peer tutoring and cooperative/collaborative learning.

  • Avoid distracting stimuli. Try not to place students with ADD near air conditioners, high traffic areas, heaters, or doors or windows.

  • Children with ADD do not handle change well, so avoid transitions, physical relocation (monitor them closely on field trips), changes in schedule, and disruptions.

  • Be creative! Produce a stimuli-reduced study area. Let all students have access to this area so the student with ADD will not feel different.

  • Encourage parents to set up appropriate study space at home, with set times and routines established for study, parental review of completed homework, and periodic notebook and/or book bag organization.

Giving Instructions to Students with ADD/ADHD

  • Maintain eye contact during verbal instruction.

  • Make directions clear and concise. Be consistent with daily instructions.

  • Simplify complex directions. Avoid multiple commands.

  • Make sure students comprehend the instructions before beginning the task.

  • Repeat instructions in a calm, positive manner, if needed.

  • Help the students feel comfortable with seeking assistance (most children with ADD will not ask for help). Gradually reduce the amount of assistance, but keep in mind that these children will need more help for a longer period of time than the average child.

  • Require a daily assignment notebook if necessary:

    1. Make sure each student correctly writes down all assignments each day. If a student is not capable of this, the teacher should help him or her.

    2. Sign the notebook daily to signify completion of homework assignments. (Parents should also sign.)

    3. Use the notebook for daily communication with parents.

Giving Assignments

  • Give out only one task at a time.

  • Monitor frequently. Maintain a supportive attitude.

  • Modify assignments as needed. Consult with special education personnel to determine specific strengths and weaknesses of each student.

  • Develop an individualized education program.

  • Make sure you are testing knowledge and not attention span.

  • Give extra time for certain tasks. Students with ADD may work slowly. Do not penalize them for needing extra time.

  • Keep in mind that children with ADD are easily frustrated. Stress, pressure, and fatigue can break down their self-control and lead to poor behavior.

Modifying Behavior and Enhancing Self-Esteem

Providing Supervision and Discipline:

  • Remain calm, state the infraction of the rule, and avoid debating or arguing with the student.

  • Have pre-established consequences for misbehavior.

  • Administer consequences immediately, and monitor proper behavior frequently.

  • Enforce classroom rules consistently.

  • Make sure the discipline fits the “crime,” without harshness.

  • Avoid ridicule and criticism. Remember, children with ADD have difficulty staying in control.

  • Avoid publicly reminding students on medication to “take their medicine.”

Providing Encouragement:

  • Reward more than you punish, in order to build self-esteem.

  • Praise immediately any and all good behavior and performance.

  • Change rewards if they are not effective in motivating behavioral change.

  • Find ways to encourage the child.

  • Teach the child to reward himself or herself. Encourage positive self-talk (e.g., “You did very well remaining in your seat today. How do you feel about that?”). This encourages the child to think positively about himself or herself.

Other Educational Recommendations

  • Educational, psychological, and/or neurological testing to determine learning style and cognitive ability and to rule out any learning disabilities (common in about 30% of students with ADD).

  • A private tutor and/or peer tutoring at school.

  • A class that has a low student-teacher ratio.

  • Social skills training and organizational skills training.

  • Training in cognitive restructuring (positive “self-talk,” e.g., “I did that well”).

  • Use of a word processor or computer for schoolwork.

  • Individualized activities that are mildly competitive or noncompetitive such as bowling, walking, swimming, jogging, biking, karate. (Note: Children with ADD/ADHD may not do as well as their peers in team sports.)

  • Involvement in social activities such as scouting, church groups, or other youth organizations that help develop social skills and self-esteem.

  • Allowing children with ADD to play with younger children, if that is where they fit in. Many children with ADD have more in common with younger children than with their age-peers. They can still develop valuable social skills from interaction with younger children.

References

American Psychiatric Association. (1994). Diagnostic and statistical manual of mental disorders (4th ed., rev.) (DSM-IV-R). Washington, DC: APA.

Suggested Reading

Bender, W. (1997). Understanding ADHD: A Practical Guide for Teachers and Parents. Upper Saddle River, NJ: Merrill/Prentice Hall.

Fiore, T. (1993). “Educational interventions for students with attention deficit disorder.” Exceptional Children, 60(2), 163-73.

Gardill, M. (1996). “Classroom strategies for managing students with attention deficit/ hyperactivity disorder.” Intervention in School and Clinic, 32(2), 89-94.

Hallowell, E. (1994). Driven to Distraction: Recognizing and Coping with Attention Deficit Disorder from Childhood through Adulthood. Tappan, NJ: Simon & Schuster.

Hartmann, T. (1993). Attention Deficit Disorder: A Different Perception. Novato, CA: Underwood-Miller.

Reeve, R. (1996). A Continuing Education Program on Attention Deficit/Hyperactivity Disorder. Reston, VA: Council for Exceptional Children.

Rief, S. (1997). The ADD/ADHD Checklist. An Easy Reference for Parents and Teachers. Reston, VA: Council for Exceptional Children.

Robelia, B. (1997). “Tips for working with ADHD students of all ages.” Journal of Experiential Education, 20(1), 51-53.

Schiller, E. (1996). “Educating children with attention deficit disorder.” Our Children, 22(2), 32-33.

Contact your local school psychologist, examiner, or personnel in charge of assessment and diagnosis in your school district for specific information and local programs.

Copyright ©1996-1998
ERIC Clearinghouse on Disabilities and Gifted Education
http://www.teachervision.fen.com/go/http/www.eric.ed.gov/

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Math & Science Strategies

October 16, 2007

By Mimi Rothschild 

Math and science are not always the easiest subjects to learn, I wish they were because there are so many fascinating lessons to be learned in both subjects.  While surfing the web I found this excellent list of strategies that will help your student improve in the areas of math and science.  Each strategy includes articles or lesson plans so homeschooling parents can better understand how to apply them into their child’s homeschool curriculum. Below are the different methods scholars use to better understand math and science. 

  • Classification

Classification involves grouping items into one or more categories based on certain distinguishing characteristics. The categories are thoughtfully labeled so that the labels become descriptors for the members of the category.

  • Comparison

Comparison involves looking at two or more things or ideas and considering their similarities and differences.

  • Problem Solving: Guess and Check

“Guess and Check” is a problem-solving strategy that students can use to solve mathematical problems by guessing the answer and then checking that the guess fits the conditions of the problem.

  • Problem Solving: Make a Table

Make a Table is a problem-solving strategy that students can use to solve mathematical word problems by writing the information in a more organized format.

  • Problem Solving: Eliminating Possibilities

Eliminating Possibilities is a problem-solving strategy in which students remove possible answers until the correct answer remains.

  • Problem Solving: Use a Formula

Using a Formula is a problem-solving strategy that students can use to find answers to math problems involving geometry, percents, measurement, or algebra.

  • Problem Solving: Find a Pattern

Finding a Pattern is a strategy in which students look for patterns in the data in order to solve the problem. Students look for items or numbers that are repeated, or a series of events that repeat.

  • Problem Solving: Draw a Picture

The “draw a picture” strategy is a problem-solving technique in which students make a visual representation of the problem.

  • Problem Solving: Simplify the Problem

When a problem is too complex to solve in one step, it often helps to divide it into simpler problems and solve each one separately.

  • Problem Solving: Choose the Operation

The process of “choosing the operation” involves deciding which mathematical operation (addition, subtraction, multiplication, or division) or combination of operations will be useful in solving a word problem.

  • Comparative Subtraction

In this lesson students compare one number with another using manipulatives, write number sentences to show the comparisons, and then relate the number sentences to story problems.

  • Odd and Even Numbers

A hundreds chart is used to show the alternating pattern of odd and even numbers, and students are asked to extend the pattern to identify additional odd and even numbers.

  • Metaphors and Analogies

Metaphors and analogies are comparisons between unlike things that have some particular things in common. You can use metaphors and analogies to make new and unfamiliar concepts more meaningful to students by connecting what they already know to what they are learning.

  • Migration Analogy

This lesson uses the technique of analogy to teach students about migration.

  • Theory and Evidence

Teach your students about “Theory” and “Evidence” and how those terms and concepts are useful in all subjects.

  • Is the Magic 8-Ball Really Magic?

In this lesson, students are asked to develop a theory about how a Magic 8-Ball works without taking the 8-ball apart.

  • Using Manipulatives

Manipulatives are physical objects that are used as teaching tools to engage students in the hands-on learning of mathematics. They can be used to introduce, practice, or remediate a concept.

  • Ten More and Ten Less

Students will review identifying and writing the number that is one more or one less than a given one or two-digit number and ten more or ten less than a given one- or two-digit number.

  • Geometry

Geometry is the study of two- and three-dimensional figures. It includes defining the different figures, as well as describing their location and movement in space. Geometry concepts can be used in subjects such as reading and social studies, as well as math.

  • Number Sense

Number sense involves understanding numbers; knowing how to write and represent numbers in different ways; recognizing the quantity represented by numerals and other number forms; and discovering how a number relates to another number or group of numbers.

  • Number Theory

In this game, students will apply a variety of mathematical concepts and skills to solve problems and use mathematical reasoning to determine whether a number fits a generalization.

  • Estimating Unknown Quantities

Estimation is an important aspect of quantitative thinking — and a critical life skill in a world in which we often need to make decisions on the basis of inexact or undefined information.

  • Estimating Angles, Area, and Length

Math students in middle school will use estimation to approximate values, angle, and area measurements of a triangle.

  • Foundations of Algebra

Algebraic thinking involves finding and describing patterns, making generalizations about numbers, using symbols and models to represent patterns, quantitative relationships, and changes over time.

  • Collecting Data

The main purpose of collecting data is to answer questions whose answers are not immediately obvious. Learn some tips on how to use data collection in your classroom.

  • Displaying Data

When students decide how to display data and go through the steps to create that display, they learn which type of graphs are useful in displaying the different types of data, and the advantages and disadvantages of each display.

  • Analyzing Data

Data analysis is the process of interpreting the meaning of the data we have collected, organized, and displayed in the form of a table, bar chart, line graph, or other representation.

  • Journaling in Math

Writing about mathematics helps students articulate their thinking, and provides useful information for teachers about learning difficulties, incorrect assumptions, and student’s progress in communicating about mathematics.

  • Comparing Fractions with Unlike Numerators Using Journaling

This lesson is an introduction to comparing fractions with like denominators and unlike numerators, for students with a basic understanding of fractions as part of a whole, numerators, and denominators. Students use math journals to complete the lesson.

  • Comparing Fractions with Unlike Denominators Using Journaling

This is an introduction to comparing fractions with unlike denominators. Students will compare fractions represented by drawings or models with unlike denominators.

  • Finding Equivalent Fractions and Simplest Form

Students will use multiplication and division to show equivalent fractions.

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