CEVIAN PRODUCT


Let P and Q be two points, and let A”B”C” be the anticevian triangle of Q with respect to ABC. Then PA” cuts BC at D, PB” cuts AC at E, and PC” cuts AB at F. The triangles ABC and DEF are perspective, and its perspective center is the cevian product of P and Q, designed by P*Q. It is also called the cevapoint of P and Q.
 


descàrregaCevian_product.mac


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