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Pagina 372 de 1391

Autor: Plato

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The terms used in the statement of the problem may be explained
as follows. A perfect number (Greek), as already stated, is one
which is equal to the sum of its divisors. Thus 6, which is the
first perfect or cyclical number, = 1 + 2 + 3. The words (Greek),
'terms' or 'notes,' and (Greek), 'intervals,' are applicable to
music as well as to number and figure. (Greek) is the 'base' on
which the whole calculation depends, or the 'lowest term' from
which it can be worked out. The words (Greek) have been variously
translated-'squared and cubed' (Donaldson), 'equalling and
equalled in power' (Weber), 'by involution and evolution,' i.e.
by raising the power and extracting the root (as in the
translation). Numbers are called 'like and unlike' (Greek) when
the factors or the sides of the planes and cubes which they
represent are or are not in the same ratio: e.g. 8 and 27 = 2
cubed and 3 cubed; and conversely.

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