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See also:TARTAGLIA, or TARTALEA, NICCOLO (c. 1506—1559) , See also:Italian mathematician, was See also:born at See also:Brescia . His childhood was passed in dire poverty . During the See also:sack of Brescia in 1512, he was horribly mutilated by some See also:French soldiers . From these injuries he slowly recovered, but he See also:long continued to stammer in his speech, whence the See also:nickname, adopted by himself, of " See also:Tartaglia." See also:Save for the barest rudiments of See also:reading and See also:writing, he tells us that he had no See also:master; yet we find him at See also:Verona in 1521 an esteemed teacher of See also:mathematics . In 1534 he went to See also:Venice . For Tartaglia's See also:discovery of the See also:solution of cubic equations, and his contests with See also:Antonio See also:Marie Floridas, see See also:ALGEBRA (See also:History) . In 1548 Tartaglia accepted a situation as See also:professor of See also:Euclid at Brescia, but returned to Venice at the end of eighteen months . He died at Venice in 1559 . Tartaglia's first printed See also:work, entitled Nuova scienzia (Venice, 1537), dealt with the theory and practice of gunnery . He found the See also:elevation giving the greatest range to be 45°, but failed to demonstrate the correctness of his See also:intuition . Indeed, he never shook off the erroneous ideas of his See also:time regarding the paths of projectiles, further than to see that no See also:part of them could be a straight See also:line . He nevertheless inaugurated the scientific treatment of the subject .
His Quesiti et invenzioni diverse, a collection of the author's replies to questions addressed to him by persons of the most varied conditions, was published in 1546, with a See also:dedication to See also: 386 . Tartaglia's writings on gunnery were translated into See also:English by Lucar in 1588, and into French by Rieffel in 1845 . |
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