The Knickerbocker, Vol. 10, No. 6, December 1837Various
History
The Knickerbocker, Vol. 10, No. 6, December 1837
Various
Periodicals
Among the attempted improvements in arithmetic, what is generally
denominated 'mental arithmetic,' stands conspicuous. That arithmetics
in former times were too abstract, too little applied to the business
of life, is undoubtedly true. To obviate this, mental arithmetic has
been introduced. This exercise the scholar generally commences at the
beginning of his course. A little of it might not be unprofitable;
but it is believed that the tendency, at present, is to give it
too great a prominence. It would seem as if, in the view of some
writers on this subject, the first efforts of the child in numbers
should be to invent to himself rules of arithmetic, a work to which
he is utterly unequal. In some recent arithmetics, vulgar fractions
will be found mingled, with simple addition, and the child will be
required to solve difficult questions in the former, before he is
well acquainted with the latter. This is altogether preposterous.
Mental arithmetic has much less application to the business of life,
than is often supposed. Few men of business rely very extensively
on mental calculations, in preference to their pen or their slate,
for two reasons. The one is, that in written calculations there
is more certainty of correctness, and the other is, that they are
incapable of inventing shorter and better rules for arriving at their
results, than the rules of a good arithmetic. As an exercise of the
mind, mental arithmetic may serve to sharpen the ingenuity, and give
vigor to the faculties. But there is another exercise, which has
been strangely overlooked by the writers of arithmetics for schools,
which would be superior to it as a mental discipline, and that is, a
demonstration of the rules of arithmetic, in which the reasons for
every operation, in every rule, should be scientifically unfolded.
The scholar would thus be led, in the true analytical method, to
unravel the mental process by which the inventor of the rule arrived
at it as a conclusion. Not more than two or three arithmetics,
intended for common schools, have attempted this, in a general and
scientific manner.
Among the improvements in regard to text-books for schools,
many familiar treatises on general science stand conspicuous.
School-literature is taking a wider range than formerly. Even in
common schools, by the introduction of such a work as the 'Scientific
Class-Book' as a reading-book, two important objects would be secured
at the same time; while youth are learning to read with propriety,
their minds will also be stored with many of the principles of
natural philosophy, astronomy, chemistry, botany, and political
economy, with other important subjects. Reading-books for schools
have extensively been of that character usually denominated 'light
reading.' But too much light reading, it should never be forgotten,
is exceedingly well calculated to make light heads. Works for
the youth of our schools, should be filled with substantial and
systematic knowledge.
Public-domain text, read in full here on John Shaqi.
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