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Author:
SIMPSON (Thomas)
Description
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SIMPSON (Thomas), P.R. S. ‘
Elements of geometry; with their application to the mensuration of superficies and solids, to the determination o the maxima and minima of geometrical quantities, and to the construction of a great variety of geometrical problems.. .Seoond edition, with.. .alteratione and additions. pp. xi. + 276. Diagrams. (De M.]
0
8 . London, 1760.
[mother copy.] [1.1.)
[SEE NEXT CARD.J
Card ID:
41
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Author:
SIMPSON (Thomas)
Description
— _?
, -‘
SIMPSON (Thomas), F.R.
Elements of geometry, [Continued.]
____-— The fourth ed1ton, carefully revised. pp. xi • + 276.
8°. London, 1780.
Bound in a volume lettered: Simpson’s works. yo1 I.
Card ID:
42
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Author:
SIMPSON (Thomas)
Description
L° (1()
SIMPSON (Thomas), F.R.S.
The Invention of a general method for determining the sum of every 2d, 3d, 4th, or 5th, &c. term of a series, taken in order, the sum of the whole series being known...ead Nov. 16, 1758. [Excerpt from the Philosophical Transactions, Vol. L., Part 2.) pp. 757—69.
[De Mi
4. [London, 1759).
A MS. note_byDeMorgan,atedSept._181845isat the ‘dotom of the first pag.
Catalogu from the caption.
Card ID:
45
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Author:
SIMPSON (Thomas)
Description
SIMPSON (Thomas), F.R.S.
A Letter to the Right Honourable George, Earl of Macclesfield, President of the Royal Society, on the advantage of taking the mean of a number of observations, in practical astronomy...Read April 10, 1755. [From the Philosophical Transactions of the Royal Society, Vol.49.] pp. 82—93. [De M.
4°. [Lndon, 1756].
Catalogjied froi the caption.
Card ID:
46
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Author:
SIMPSON (Thomas)
Description
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1_
SIMPSON (Thomas), F.R.S.
Miscellaneous tract1s on some curious, and very interesting subjects in mechanics, physical— astronomy, and speculative maLhernatics; wherein, the precession of the equinox, the nutation of the earth’s axis, and the motion o the moon in her orbit,,are determined. pp.
(8) + 279. Tables and folded diagrams. [DeM.)
4. London, 177.
Card ID:
48
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Author:
SIMPSON (Thomas)
Description
SIMPSON (Thomas), F.R.S.
A New and general method of finding the sum of any series of powers of a set of quantities that are in arithmetical progression: being the tenth of. T.Simpson’s Mathematical essays, etc.
See MASERES (F.)
The Doctrine of permutations and combina— tiOflB, etc. pfi. 21522d4.
London, 1795.
Card ID:
50
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Author:
SIMPSON (Thomas)
Description
L 3
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SIMPSON (Thomas), F.RS.
A New treatise of fluxlons: wherein the direct and inverse method are demonstrated after a new, clear, and concise manner, with their application to physics and astronomy: also the doctrine of infinite series and reverting series universally, are amply explaIned, fluxionary and exponential equations solved:
together with a variety of new and curious problems. pp. (2) ÷ 216. Diagrams. [De r.1
4°. London, 1737.
Card ID:
51
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Author:
SIMPSON (Thomas)
Description
t
SIMPSON (Thomas), F.R.S.
Select exercises for young proficients in the mathernaticks, pp. (4) + vi. + 330. Diagrams and tables. (De M.]
8°. London, 1752.
— A new edition. To which is prefixed, an account of the life and writings of the authór,by C.Hutton.pp.(4) + xid.ii. +
252. Diagrams.
8°. ondon, 1792.
Bound in a vo1ur” 1 o+1 O OSOflt s works. yo1.
SEF NEXT CAFCD.1
Card ID:
52
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Author:
SIMPSON (Thomas)
Description
SIMPSON (Thomas), .n.s.
H., C.
Ilemoirs of the life and writings of
the author [i.e. Thomas Simpsonj ILondon, 1792.
Card ID:
59
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Author:
EVENS (Thomas Simpson)
Description
oj
EVENS (Thomas Simpson).
Problems on the reduction of angles..rom the Philosophical ).agazine for June i8o7. p. 20. Plate. IDe M.J
8°. [London, 1807].
Cat gued from the capticn.
Card ID:
140
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Author:
EVANS (Thomas Simpson)
Description
I
EVANS (Thomas Simpson).
See FRAd2TON (R.), Bisp of G1oee.
The Life of Robert Frainpton...Edited by T.S.Evans.
London, 1876.
Card ID:
141
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Author:
EVANS (Thomas Simpson)
Description
EVANS (Thomas Simpson). See LE ROY (Pierre), Horloger.
A Lienioir on the best method of measuring time at sea...Translated from the French by T. S. Evans.
[London pzinted, 1807].
Card ID:
142
Card Catalogue