Elements of Analytic Geometry

Cover Elements of Analytic Geometry
Elements of Analytic Geometry
Hardy Arthur Sherburne
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10. Show that the perpendiculars erected at the middle points of the sides of the triangle of Ex. 13, Art. 35, meet in a point.
Examples on the intersection of curves are reserved until the student is familiar with the equations of the curves ; but he will observe that the process is the same, whatever the degree of the equations or the system of reference : to find the intersec- tions of any lines, combine their equations.
37. Lines through the intersection of loci.
Let (1 ) Ax + By + C = 0, (
...2) A'x + B'y + C = 0, be the equations of any two straight lines, aud 7i any arbitrary con- stant ; tlieu is (3) Ax + By + C + k {A'x -j- B'y + C') = the equation of a straight line through their intersection. For the values of x and y which satisfy (1) aud (2), evidently satisfy (3) also, hence (3) passes through the poiut of intersection of (1) and (2). Moreover (3) is of the first degree, hence the equation of a straight line.
Note. This reasoning is entirely independent of the form and the degree of the equations.


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