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Lectures on fundamental concepts of algebra and geometry (1911)

Young, John Wesley, 1879-1932, Denton, William Wells, Mitchell, Ulysses Grant · New York : Macmillan · leaf 33

An illustration from Lectures on fundamental concepts of algebra and geometry, 1911, leaf 33
he line I, they would have acircle I, meeting the boundaryof the world at right angles(Fig. 4). Through a point P,not on I, they would constructanother shortest line intersect-ing I at a point Q, then let Qtravel off in either directionalong I. For each position ofQ there would be a definitecircle… … Fio. 4 LECTURE II 21 sects it. But since their world would seem infinite tothem, and no material object could ever reach its boundary,it would seem to them that the point Q could never reach72. They would consider PR a limiting position of PQ.By allowing Q to travel in the opposite direction,…

Algebra · Geometry

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