Respuesta:
Alternativa A
Explicación paso a paso:
■ Fórmula:
[tex]Area_{HexágonoRegular} = 3.(\frac{{(Lado)}^{2}.\sqrt{3}}{}) \\ [/tex]
■ Solución:
[tex]Area_{HexágonoRegular} = 3.(\frac{{(Lado)}^{2}.\sqrt{3}}{2} )\\ Area_{HexágonoRegular} = 3.(\frac{{(4)}^{2}.\sqrt{3}}{2}) \\ Area_{HexágonoRegular} = 3.(\frac{16.\sqrt{3}}{2}) \\ Area_{HexágonoRegular} =3(8 \sqrt{3} ) \\ Area_{HexágonoRegular} =24\sqrt{3} [/tex]
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Verified answer
Hola!
Respuesta:
Alternativa A
Explicación paso a paso:
■ Fórmula:
[tex]Area_{HexágonoRegular} = 3.(\frac{{(Lado)}^{2}.\sqrt{3}}{}) \\ [/tex]
■ Solución:
[tex]Area_{HexágonoRegular} = 3.(\frac{{(Lado)}^{2}.\sqrt{3}}{2} )\\ Area_{HexágonoRegular} = 3.(\frac{{(4)}^{2}.\sqrt{3}}{2}) \\ Area_{HexágonoRegular} = 3.(\frac{16.\sqrt{3}}{2}) \\ Area_{HexágonoRegular} =3(8 \sqrt{3} ) \\ Area_{HexágonoRegular} =24\sqrt{3} [/tex]