Math, asked by rodrigueseliza6592, 10 months ago

Hyperplane is a convex set

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Answered by Anonymous

Answer:

Conversely, if is a closed set with nonempty interior such that every point on the boundary has a supporting hyperplane, then is a convex set. The hyperplane in the theorem may not be unique, as noticed in the second picture on the right.

⚡Hope it works.⚡

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