Problem Solving
Techniques:
Examine
the problem: Look at what is being asked and the pertinent information
being given.
Plan
a Solution: Use the important information to find out how you will solve
the problem.
Solve
the problem: Use whatever methods or procedures are necessary to find a
solution.
Check
the answer: Place the answer you found into the original problem and check
it to see if it works.
Test-Taking Hints:
Make an attempt to do
whatever you know on every problem.
-Convert words into
math symbols and terms.
-Solve any parts you
do know about.
-Make a guess and
test your answer in the problem.
Read carefully and mark what
is being asked.
-Use
circles, underlines, highlights and other methods of marking to emphasize important
parts of the problem such as:
-The
question that needs to be answered.
-Important
information pertaining to the problem.
-Words
that suggest what operation to use (product/multiply, combine/add,
difference/subtract).
Write complete sentences as
an answer to constructed response problems.
Identify items with specific
terms.
-Ò One dozen orangesÓ
-Ò16 square inchesÓ
Understand ÒorÓ & ÒandÓ instructions.
- Be sure to clearly understand the instructions and what question needs to be answered.
ÒShow your workÓ: set up
problem and solve.
Scorers
want to see the process and thinking you used to get to a solution
ÒExplain your workÓ: Why you
did each step.
Scores want to know
why you chose an option.
Use correct units in answer.
Inches, pounds,
dollars, etc.
Conventions and handwriting
are not taken into consideration for scoring math problems.
You are not scored
on grammar, spelling or organization.
How To Answer A WASL
Question:
Multiple Choice:
Eliminate the
answers you know are wrong. A 50% guess is better than a 25% guess. DonÕt leave
the answer blank!
Incorrect answers are possible distracters. Most of the distracters are common errors made in solving a problem so check your work.
Short Answer and Extended
response:
1. Explain how to apply a concept:
--This
is usually a ÒwhyÓ question. It wants you to tell how something works. One way
to do this would be to show how order of operations works and how a mistake is
made by someone who did the work incorrectly.
2. Reproducing already learned information:
--This
is simply taking things you already know and use them to draw a conclusion. For
example, explaining why miles are a better measurement than inches for
calculating a long distance.
3. Predicting a logical outcome:
--You
are being asked to use simple logic to make a conclusion based on partial
information (inference). Again, this would apply to finding the error someone
made mis-using order of operations.
4. Supporting or defending an answer:
--You
will be asked to ÒexplainÓ, ÒdefendÓ, or ÒsupportÓ your answer. A question may
ask you the area of figure without giving any or all the measurements and you
would have to explain how you reached an answer.