Find the area of the regular hexagon in square meters.

Using this figure:

We know that for a regular hexagon side length $a$ , the area is equals to 6 times the equilateral triangle $\Delta$ of same side length: $S_{hex}=6S_{\Delta}$ . The area of the rectangle, as the figure shown, is $S_{rec}=4S_{\Delta}$ . So $S_{hex}=\frac{3}{2}S_{rec}=\boxed{60 m^{2}}$

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