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Answer:
The simplest, and by far most common, way of finding the length of a regular hexagon's sides is using the following formula: s = P ÷ 6, where P is the perimeter of the hexagon, and s is the length of any one of its sides.
2.
A regular pentagon means that all sides are equal. Since, perimeter is the sum of all sides. We can compute for the length of each side by dividing the given perimeter to 5 (number of sides of pentagon).
3.Multiply the diameter, which is the perpendicular length between two parallel sides, by 0.414 to calculate a side's length. For example, the diameter measures 5 inches and 5 inches multiplied by 0.414 equals 2.07 inches.
In a regular decagon all sides are equal therefore all sides have the same lengths, i.e 4 units each. The perimeter of the regular decagon = 10 × n, where n is the side length. Therefore, the perimeter of the given regular decagon = 10 × 4 = 40 units.