Dani052

Sorry you dont need rule 3 I forgot to remove it

Im trying to solve with picks theory, i need to solve with the most creative way not just to draw the pentagons

There is a 3×3 dot grid. The distance between one point to another is 1. How many different non-congruent polygons can you make on the grid? Rules: All vertices of the polygon must be on the grid Only non self intersecting polygons Only polygons with non-empty interior (<=> positive area) The area of each polygon is 2 At least one side of the polygon is 1.5 or bigger please help me!