Question: 5. There is one triangle that can be inscribed within an acute triangle such that it has a minimal perimeter. Using two planar mirrors, a

5. There is one triangle that can be inscribed within an

5. There is one triangle that can be inscribed within an acute triangle such that it has a minimal perimeter. Using two planar mirrors, a laser beam, and Fermat's principle, explain how you can show that this inscribed triangle (orthic triangle) has its vertices at the points where the altitudes of the acute triangle intersect its corresponding sides

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