10 ENGLISH BOOKS RELATING TO «SUBDUPLICATE»
Discover the use of
subduplicate in the following bibliographical selection. Books relating to
subduplicate and brief extracts from same to provide context of its use in English literature.
1
Lexicon Technicum: Or, An Universal English Dictionary Of ...
For if any heavy Body descend from any giverr Point, and describe a Curve, and
hath its Velocity in a Subduplicate Ratio of the Altitude : And if a Particle ofLight
coming from a given Point, and pass through a Jedittm whose Rarity increases in
...
2
The Mathematical Principles of Natural Philosophy ... ...
XIV), in the subduplicate ratio of the latus rectum. QED. Goa. l. The principal
latera recta are in a ratio compounded of the duplicate ratio of the perpendiculars
and the duplicate ratio of the velocities. Con. 2. The velocities of bodies, in their ...
Sir Isaac Newton, Andrew MOTTE, 1848
3
Newton's Principia: The Mathematical Principles of Natural ...
XIV), in the subduplicate ratio of the latus rectum. QE.D. Com 1. The principal
latera recta are in a ratio compounded of the duplicate ratio of the perpendiculars
and the duplicate ratio of the velocities. Cor. 2. The velocities of bodies, in their ...
Sir Isaac Newton, N. W. Chittenden, 1848
4
A Treatise of Fluxions: Or, an Introduction to Mathematical ...
xSPf, that is, the Latus RtUum (L) is as the Square of the Area Q.T x S P ; and the
Area QT x SP, or i Q.T x S P is in a Sub-' duplicate Ratio of the Parameter (L) And
if the Periodic Times be equal, the Areas of the Ellipfes, are in a Subduplicate ...
5
THE MECHANICS MAGAZINE MUSEUM , REGISTER JOURNAL AND GAZETTE ...
THE SUBDUPLICATE QUESTION. Sir, — The first thing which struck me on
reading S. Y.'s communication at p. 182, was the very remarkable change in his
line of argument. At p. S4, vol. xiii. he contended, (and that, too, in the most
decided ...
6
The Mathematical Principles of Natural Philosophy (1687):
XIV), in the subduplicate ratio of the latns rectum. Q.E.D. Con. 1. The principal
latera recta are in a ratio compounded of the duplicate ratio of the perpendiculars
and the duplicate ratio of the velocities. 0011.2. The velocities of bodies, in their ...
7
Iron: An Illustrated Weekly Journal for Iron and Steel ...
The times of vibration of different balances are in a ratio compounded of -the
direct subduplicate ratios of their weights and semidia- neters, and the inverse
subduplicate » Uio of the tensions of the springs or »i" the weights which
counterpoise ...
Sholto Percy, Perry Fairfax Nursey, 1826
8
An introduction to natural philosophy or, Philosophical ...
are equal, as are also B G A, EH D; and A B is to B C as D E to E F. I fay, the Time
wherein A B, B C, are passed over, to the Time wherein D E, E F are passed over,
has a subduplicate Ratio of the Planes AB, B C, to the Planes D E, EF.
John Keill, Christiaan Huygens, 1745
9
An introductory treatise to physical astronomy
being let fall on those tangents from the common focus ,- / say, that the velocities
of the bodies are in a ratio compounded of the ratio of the perpendiculars
inversely, and the subduplicate ratio of the principal later a recta directly, (Fig. 22.
) ...
10
A Treatise of Fluxions
Since the square of ET is equal to the rectangle con-Fic tained by TR. and EB, it
follows, that the velocities at any two points of curve lines are to each other in the
ratio compounded of the subduplicate ratio of the centripetal forces at these ...
