**Pick’s theorem:**

Consider a square lattice of unit side. A simple polygon (with non-intersecting sides) of any shape is drawn with its vertices at the lattice points. The area of the polygon can be simply obtained as square units, where B is the number of lattice points on the boundary; I = number of lattice points in the interior region of the polygon. **Prove this theorem.**

**Proof:**

Refer Wikipedia š š š

https://en.wikipedia.org/wiki/Pick%27s_theorem

Cheers,

Nalin Pithwa.

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