=+Consider a real-world mountain and suppose that the shape of any horizontal slice of this mountain is

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=+Consider a real-world mountain and suppose that the shape of any horizontal slice of this mountain is a perfect (filled in) circle. I have climbed the mountain from every direction, and I have found that the climb typically starts off easy but gets harder and harder as I approach the top because the mountain gets increasingly steep. If I take a vertical slice of this mountain, will the outer boundary of that slice be a concave or convex function?

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