Question: Consider a regular octagon with an apothem of length a = 8.8 In. and each side of length s = 7.3 in. How many

Consider a regular octagon with an apothem of length a = 8.8

Consider a regular octagon with an apothem of length a = 8.8 In. and each side of length s = 7.3 in. How many sides does an octagon have? sides Find the perimeter (In Inches) of this regular octagon. in Find the area (in square Inches) of this regular octagon. Use the formula A = In Need Help? [-/1 Points] DETAILS Read It Need Help? [-/1 Points] ft Talk to a Tutor ALEXGEOM7 8.3.028. DETAILS Read It Talk to a Tutor In a regular octagon, the approximate ratio of the length of an apothem to the length of a side is 6: 5. For a regular octagon with a side of length 35 ft, find the approximate area in square feet. Use the formula A = = ALEXGEOM7 8.3.029.EP. .ap. In a regular polygon of 12 sides, the measure of each side is 6 In., and the measure of an apothem is exactly 3(2 + 3) In. Find the perimeter (In Inches) of this regular polygon. in MY NOTES Find the exact area of this regular polygon In square Inches. Use the formula A = ap. 2 1) in ASK YOUR TEACHER MY NOTES PRACTICE ANOTHER ASK YOUR TEACHER ap. PRACTICE ANOTHER

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