1) Prove a simple, closed polygonal path can be drawn through any finite set of points.

2) If the planar cross sections are circles, then the object is a sphere

**Subject Mathematics Complex Analysis**

1) Prove a simple, closed polygonal path can be drawn through any finite set of points.

2) If the planar cross sections are circles, then the object is a sphere

2) If the planar cross sections are circles, then the object is a sphere

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