HFPEMark this and returnBDCIdentify the apothem (a), the radius (r), and the perimeter (p) of the regular figure.A. a=OB,r=OP.P = (8)ABB. a=OP,r=OA.P=ABC. a=OP,r=OBP = PBD. a=OP,r=OA. P = (8)ABSave and ExitNextSubmit

In general, in the case of a regular polygon, the apothem is the perpendicular distance from the center to a side of the polygon, while the radius is the distance from the center to a vertex.

Therefore, in our case,

[tex]\begin{gathered} apothem=a=OP \\ radius=r=OB,r=OA \end{gathered}[/tex]

Notice that two radii are drawn in the figure.

As for the perimeter of the 8-sided polygon,

[tex]P=8(AB)[/tex]

HFPEMark this and returnBDCIdentify the apothem (a), the radius (r), and the perimeter (p) of the regular figure.A. a=OB,r=OP.P = (8)ABB. a=OP,r=OA.P=ABC. a=OP,r=OBP = PBD. a=OP,r=OA. P = (8)ABSave and ExitNextSubmit

Respuesta :

Thus, the answer is option D.

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