Charles Sumner: his complete works, volume 14 (of 20)Sumner, Charles
History
Charles Sumner: his complete works, volume 14 (of 20)
Sumner, Charles
Slavery -- United States; Speeches, addresses, etc., American
The unit of _solid measure_ is the _stere_, from the Greek, and is the
cube of a metre, or, in other words, a solid mass one metre long, one
metre broad, and one metre high.
The unit of _liquid measure_ is the _litre_, from the Greek, and is the
cube of the tenth part of the metre, which is the _decimetre_; or, in
other words, it is a vessel where by interior measurement each side and
the bottom are square _decimetres_.
The unit of _weight_ is the _gram_, also derived from the Greek,
and is the one-thousandth part of the weight of a cubic litre of
distilled water at its greatest density,--this being just above the
freezing-point.
Such are main elements of the metric system. But each of these has
multiples and subdivisions. It is multiplied decimally upward, and
divided decimally downward. The multiples are from the Greek. Thus,
_deca_, ten, _hecto_, hundred, _kilo_, thousand, and _myria_, ten
thousand, prefixed to _metre_, signify ten metres, one hundred metres,
one thousand metres, and ten thousand metres. The subdivisions are from
the Latin. Thus, _deci_, _centi_, _milli_, prefixed to _metre_, signify
one tenth, one hundredth, and one thousandth of a metre. All this
appears in the following table.
Metric Denominations and Equivalents in Denominations
Values. in use.
Myriametre, 10,000 metres, 6.2137 miles.
Kilometre, 1,000 metres, .62137 mile, or 3,280 feet and 10 inches.
Hectometre, 100 metres, 328 feet and 1 inch.
Decametre, 10 metres, 393.7 inches.
METRE, 1 metre, 39.37 inches.
Decimetre, ⅒ of a metre, 3.937 inches.
Centimetre, ¹⁄₁₀₀ of a metre, .3937 inch.
Millimetre, ¹⁄₁₀₀₀ of a metre, .0394 inch.
These same prefixes may be applied in ascending and descending scales
to the are, the litre, and the gram. Thus, for example, we have
in the ascending scale, _deca_gram, _hecto_gram, _kilo_gram, and
_myria_gram,--and in the descending scale, _deci_gram, _centi_gram,
_milli_gram.
In this brief space you behold the whole metric system of weights
and measures. What a contrast to the anterior confusion! A boy at
school can master the metric system in an afternoon. Months, if not
years, are required to store away the perplexities, incongruities, and
inconsistencies of the existing weights and measures, and then memory
must often fail in reproducing them. The mystery of compound arithmetic
is essential in the calculations they require. All this is done away by
the decimal progression, so that the first four rules of arithmetic are
ample for the pupil.
Public-domain text, read in full here on John Shaqi.
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