Newton's Principia : $b The mathematical principles of natural philosophyNewton, Isaac
General
Newton's Principia : $b The mathematical principles of natural philosophy
Newton, Isaac
Celestial mechanics -- Early works to 1800; Mechanics -- Early works to 1800
We now arrive at the period when Newton permanently withdrew from
the seclusion of a collegiate, and entered upon a more active and
public life. He was appointed Warden of the Mint, in 1695, through
the influence of Charles Montague, Chancellor of the Exchequer,
and afterward Earl of Halifax. The current coin of the nation had
been adulterated and debased, and Montague undertook a re-coinage.
Our author's mathematical and chemical knowledge proved eminently
useful in accomplishing this difficult and most salutary reform. In
1699, he was promoted to the Mastership of the Mint—an office worth
twelve or fifteen hundred pounds per annum, and which he held during
the remainder of his life. He wrote, in this capacity, an official
Report on the Coinage, which has been published; he also prepared a
Table of Assays of Foreign Coins, which was printed at the end of Dr.
Arbuthnot's Tables of Ancient Coins, Weights, and Measures, in 1727.
Newton retained his Professorship at Cambridge till 1703. But he had,
on receiving the appointment of Master of the Mint, in 1699, made Mr.
Whiston his deputy, with all the emoluments of the office; and, on
finally resigning, procured his nomination to the vacant Chair.
In January 1697, John Bernoulli proposed to the most distinguished
mathematicians of Europe two problems for solution. Leibnitz, admiring
the beauty of one of them, requested the time for solving it to be
extended to twelve months—twice the period originally named. The
delay was readily granted. Newton, however, sent in, the day after he
received the problems, a solution of them to the President of the Royal
Society. Bernoulli obtained solutions from Newton, Leibnitz and the
Marquis De L'Hopital; but Newton's though anonymous, he immediately
recognised "tanquam ungue leonem," as the lion is known by
his claw. We may mention here the famous problem of the trajectories
proposed by Leibnitz, in 1716, for the purpose of "feeling the pulse of
the English Analysts." Newton received the problem about five o'clock
in the afternoon, as he was returning from the[Pg 45] Mint; and though it was
extremely difficult and he himself much fatigued, yet he completed its
solution, the same evening before he went to bed.
Public-domain text, read in full here on John Shaqi.
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