Salusbury, Thomas, Mathematical collections and translations (Tome I), 1667

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SIMP. If he go, he ſhall finde it lie open upon my Desk,
together
with that of the other Author, who alſo argueth
gainſt
Copernicus.
SALV. Above all things it muſt be conſidered, that the motion
of
deſcending grave bodies is not uniform, but departing from

reſt
they go continually accelerating: An effect known and
ſerved
by all men, unleſſe it be by the forementioned modern
thour
, who not ſpeaking of acceleration, maketh it even and
niforme
.
But this general notion is of no avail, if it be not known
according
to what proportion this increaſe of velocity is made; a
concluſion
that hath been until our times unknown to all
phers
; and was firſt found out & demonſtrated by the ^{*} Academick,

our
common friend, who in ſome of his ^{*} writings not yet

ed
, but in familiarity ſhewn to me, and ſome others of his
quaintance
he proveth, how that the acceleration of the right
tion
of grave bodies, is made according to the numbers uneven
beginning
ab unitate, that is, any number of equal times being
ſigned
, if in the firſt time the moveable departing from reſt ſhall

have
paſſed ſuch a certain ſpace, as for example, an ell, in the
cond
time it ſhall have paſſed three ells, in the third five, in the
fourth
ſeven, and ſo progreſſively, according to the following odd
numbers
; which in ſhort is the ſame, as if I ſhould ſay, that the
ſpaces
paſſed by the moveable departing from its reſt, are unto

each
other in proportion double to the proportion of the times,
in
which thoſe ſpaces are meaſured; or we will ſay, that the
ſpaces
paſſed are to each other, as the ſquares of their times.

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