Special talents and defects : $b Their significance for educationHollingworth, Leta Stetter
Science
Special talents and defects : $b Their significance for education
Hollingworth, Leta Stetter
Educational psychology; Educational tests and measurements; Exceptional children
Without systematic methods of testing, it would be a very difficult task
to discover just what connections might be wrongly or inadequately
formed, in the case of a given child. The standardized measuring scales
and practice exercises, devised during the past fifteen years, furnish a
systematic means of exploration. These are constantly being extended and
improved, to cover each and every kind of habit that a child must
acquire, for achievement in arithmetic.
The principle of these scales and tests is to establish by experiment
the speed and accuracy of typical school children, grade after grade, in
the performance of the various functions separately. It thus becomes
possible to discover in the case of a deficient pupil whether he needs
correction and drill in every function, or in only one function. By
means of the Courtis tests, for example, it may be discovered whether a
child’s difficulty is in addition, multiplication, division, in speed or
accuracy, or both speed and accuracy, and so forth.
The use of existing scales and tests for diagnostic purposes has been
described by Courtis, Uhl, Anderson, and others. We may expect great
improvement in these methods in the future. At present the
standardizations are in terms of school grade norms. A better plan for
diagnostic purposes would be to standardize in age norms, giving a
percentile distribution for each twelve-month interval of the period of
immaturity.
VII. NERVOUS INSTABILITY AND SPECIAL DEFICIENCY IN ARITHMETIC
Nervously unstable children are, as Burt has pointed out, often
deficient in arithmetic, even when in general intelligence they are not
deficient. This follows from the same causes of failure as were set
forth under discussion of nervous instability and special difficulty in
reading. To build up little by little the intricate hierarchy of
arithmetical habits, each habit in its essential sequence, is a task
uncongenial to the flighty, uncontrolled, or negativistic neurotic.
Individual instruction is here, again, the solution of the problem. The
neurotic can learn arithmetic within the limits of his intelligence, by
means of patient individual instruction, given preferably at rather
brief sittings.
VIII. ARITHMETICAL PRODIGIES
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