The Psychology of ArithmeticThorndike, Edward L. (Edward Lee)
Science
The Psychology of Arithmetic
Thorndike, Edward L. (Edward Lee)
Arithmetic -- Study and teaching
It may be said further that the measurement of ability to add gives the
scientific student a shock by the lack of precision found everywhere in
schools. Of what value is it to a graduate of the elementary school to
be able to add with examples like those of the Courtis test, getting
only eight out of ten right? Nobody would pay a computer for that
ability. The pupil could not keep his own accounts with it. The supposed
disciplinary value of habits of precision runs the risk of turning
negative in such a case. It appears, at least to the author, imperative
that checking should be taught and required until a pupil can add single
columns of ten digits with not over one wrong answer in twenty columns.
Speed is useful, especially indirectly as an indication of control of
the separate higher-decade additions, but the social demand for addition
below a certain standard of precision is _nil_, and its disciplinary
value is _nil_ or negative. This will be made a matter of further study
later.
MEASUREMENTS OF ABILITIES IN COMPUTATION
Measurements of these abilities may be of two sorts--(1) of the speed
and accuracy shown in doing one same sort of task, as illustrated by the
Courtis test for addition shown on page 28; and (2) of how hard a task
can be done perfectly (or with some specified precision) within a
certain assigned time or less, as illustrated by the author's rough test
for addition shown on pages 28 and 29, and by the Woody tests, when
extended to include alternative forms.
The Courtis tests, originated as an improvement on the Stone tests and
since elaborated by the persistent devotion of their author, are a
standard instrument of the first sort for measuring the so-called
'fundamental' arithmetical abilities with integers. They are shown on
this and the following page.
Tests of the second sort are the Woody tests, which include operations
with integers, common and decimal fractions, and denominate numbers, the
Ballou test for common fractions ['16], and the "Ladder" exercises of
the Thorndike arithmetics. Some of these are shown on pages 36 to 41.
Courtis Test
Arithmetic. Test No. 1. Addition
Series B
You will be given eight minutes to find the answers to as many
of these addition examples as possible. Write the answers on this
paper directly underneath the examples. You are not expected
to be able to do them all. You will be marked for both speed and
accuracy, but it is more important to have your answers right than
to try a great many examples.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account