سوال ۱۷ کنکور ارشد ریاضی ۱۴۰۵

PASSAGE 2 (paragraph 1): "Omar Khayyam, born about 1048 and known to us as a poet and philosopher, is better known in the Eastern world as a mathematician, astronomer, and physicist. The solution of cubic equations by the Khayyam method of intersecting conic sections is very interesting. It can give students greater insight into the geometric nature of conic sections, and by extending Khayyam's method they can find the other real roots, especially the negative values that Khayyam failed to consider. Then, by using modern analytic geometry to analyze the method, students can experience a very concrete example of progress and continuity in mathematical history."

According to paragraph 1, Khayyam ……………….. .