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High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)

author:Math Teacher Yang Classroom

The monjang is a famous French mathematician, who first discovered that the quasi-circle is the trajectory of the intersection of two tangents perpendicular to each other in the conical curve, so the quasi-circle is also called the "Montigold".

High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)
High School Mathematics - The Mongol-Day Circle Theorem in Conic Curves (More Classic, Depth Summary)