Prove that S(t) is bounded
Prove that S(t) is convex. That is, if A,B are in S(t) then AB is in S(t).
Identify all points X on S(t) such that PX+QX is minimum.
Prove that the area of S(t) is a convex function of t.
Math is evil...
Prove that S(t) is bounded
Prove that S(t) is convex. That is, if A,B are in S(t) then AB is in S(t).
Identify all points X on S(t) such that PX+QX is minimum.
Prove that the area of S(t) is a convex function of t.
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