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Principles of modern geometry, with numerious applications to plane and spherical figures; and an appendix, containing questions for exercise. Intended chiefly for the use of junior students (1862)

Mulcahy, John, 1810?-1853 · Dublin Hodges, Smith · leaf 87

An illustration from Principles of modern geometry, with numerious applications to plane and spherical figures; and an appendix, containing questions for exercise. Intended chiefly for the use of junior students, 1862, leaf 87
points through which the sidescontaining the free angle pass,the locus of this angle is a rightline (the same supposition beingmade as in the last Proposition.) The figure represents the caseof a quadrilateral ABCD, in whichD is the free angle, and P, Q, R, Sthe given points. Then, takingthree… … ADDITIONAL EXAMPLES ON ANHARMONIC RATIO- 77 fore (Art. 20) D, D, D are in one right line. The locus of Dis therefore a right line. It is evident that a similar proof will apply when the poly-gon has any number of sides. Proposition 3° of Art. 19 is a particular case of this theorem. 74. The polar…

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