Invention and Discovery: Curious Facts and Characteristic Sketches — John Shaqi
Invention and Discovery: Curious Facts and Characteristic SketchesAnonymous
History
Invention and Discovery: Curious Facts and Characteristic Sketches
Anonymous
Inventions
Pascal, the celebrated French philosopher and divine, (whose life, Bayle
affirms, is worth a hundred sermons), evinced such early ardour for
knowledge, that, at the age of eleven, he was ambitious of teaching as
well as learning; and he then composed a little treatise on the
refractions of the sounds of vibrating bodies when touched by the
finger. One day he was found alone in his chamber, tracing, in lines of
coal, geometrical figures on the wall; and, on another occasion, he was
surprised by his father, just when he had succeeded in obtaining a
demonstration of the 32nd proposition of the first book of Euclid--that
the three angles of a triangle are equal to two right angles. Astonished
and overjoyed, his father rushed to his friend, M. Pailleur, to announce
the extraordinary fact; and the young geometer was instantly permitted
to study, unrestrained, the Elements of Euclid, of which he soon made
himself master, without any extrinsic aid. From the geometry of planes
and solids he passed to the higher branches of the science; and, before
he was sixteen years of age, he composed a treatise on the Conic
Sections, which evinced the most extraordinary sagacity. When scarcely
19 years of age, too, Pascal contrived a machine to assist his father in
making the numerical calculations which his official duties in Upper
Normandy required.
In later life, Pascal found researches in geometry an occupation well
fitted to give serenity to a heart bleeding from the wounds of his
beloved associates. He had long before renounced the study of the
sciences; but during a violent attack of toothache, which deprived him
of sleep, the subject of the cycloid forced itself upon his thoughts.
Fermat, Roberval, and others, had trodden the same ground before him;
but, in less than eight days, and under severe suffering, he discovered
a general method of solving this class of problems, by the summation of
certain series; and as there was only one step from this discovery to
that of Fluxions, Pascal might, with more leisure and better health,
have won from Newton and from Leibnitz the glory of that great
invention.
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THE DISCOVERER OF GUTTA PERCHA.
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