rk:
The Modern Library, 1954
6. _Critical Thinking and Reasoning: a handbook for Teachers_. Albany:
SUNY, 1976.
7. "Classifying Fallacies Logically", Ludwig F. Schlecht, _Teaching
Philosophy_, March, 1991, 14:1, p.53-65
8. Maslow, A. H. _Motivation and Personality_. New York: Harper and
Row, 1954.
9. _Critical Thinking and Reasoning: A Handbook for Teachers_. Albany:
The University of the State of New York, 1976.
10. Maslow, A. H. Motivation and Personality. New York: Harper and
Row, 1954.
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Developing a Solution.
Developing solutions should take into account time, material and
manpower. How much time is available to solve a problem? Are the
materials available? Is the manpower available?
Time.
How much time is available? Often problems are best solved by using
"Kentucky windage." Artillery gunners use the expression, "One over,
one under, one dead center." This refers to making gross adjustments
rather than walking a solution toward a problem one small step at a
time. This technique has also been called "Eliminating the extremes":
walking toward the center from either end, half way at a time. This
technique reduces the time required to solve a problem in a binary
fashion by halves, rather than in arithmetic progression one small
step at a time.
Often the first solutions tried don't work. We may learn more facts
about problems as we try to solve them. Many times a problem requires
re-defining and the entire nature of the solution changes from one
trial to the next. In science, every experiment is valuable because
what is disproven is as valuable as the final solution. A disproven
solution reduces the possibilities by providing answers about what is
not possible.
We need to take into account problems that will arise. It is useful to
double or triple the initial time estimate when beginning new
projects. It is prudent to plan on finishing the job in one-third to
one-half of the time we would like to finish the job. This is
particularly true with artistic projects; artists often want to add
one final touch, and one more touch ad infinitum (the "Michelangelo"
dilemma).
Timing for the various elements in a job can often be charted
beginning with the first thing needed to be done and ending with a
review of the project and future planning. Such charts are easily
constructed on spreadsheets with calendar dates in vertical columns
and tasks in horizontal rows.
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