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Purpose:
Students should have the
opportunity to think mathematically every day. Therefore, the problems
on this site emphasize higher order thinking skills, not drill and practice.
Participants should soon discover, through
attempting to solve these problems, that there is more than one way to
approach a problem, and frequently there is more than one correct answer.
Try to rewarded your children for creativity in their approach to the
process of solving problems and that the importance of merely finding
"the answer" will be de-emphasized. While doing these problems, of course,
children will get plenty of opportunity to practice their arithmetic skills--not
only pencil-and-paper skills, but also estimation, mental mantematics,
and calculator skills.
This daily program will help children
see connections among various topics so that the situation is real and,
therefore, interesting for them. Topic include: |
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Finally, to encourage critical thinking,
be supportive, not prescriptive. For example, on certain problems, the
student may chose to use paper and pencil, another the calculator, and
still another, mental mathematics. Instead of considering on approach
"right" and the other "wrong," you might discuss why they chose the method
they used. Similarly, in problems requiring estimation, consider accepting
a wide range of answers as "reasonable"; the process is just as important
as the result.
Time
Management
Each problem requires
about five to ten minutes a day. These problems work best when presented
daily, not once a week for twenty-five minutes. Regular practice will
lead to greater skill retention than will occasional immersion. Discuss
the problem and solution to gain even more benefit from the experience.
How to Use Daily Math Practice
Here are some ways you
may choose to structure the exercises.
- Solve the problem from the computer
screen
- Print the page for your child.
- Require your child to copy the problem
on a piece of paper.
- Dictate the problem while the child
writes it down on paper.
Answer Pages
Notes are linked to every problem for
easy reference. The notes include the following
- Some sample answers when a variety
of answers are possible
- Background notes containing useful
mathematical information related to the problem
- Occasionally, a related follow-up
question to ask children.
- The answer, when there is one correct
answer or a sample answer when more than one would work.
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