70 inches.
Well, isn't that a delightful question! To find the length of one side of a regular hexagon, you simply divide the perimeter by the number of sides, which in this case is 6. So, if the perimeter is 228 inches, each side of the hexagon would be 38 inches long. Just imagine those lovely hexagon shapes coming together like a happy little family on your canvas!
Perimeter:20 inches Area:35
A regular hexagon has 6 sides of equal length ("hex" means six). The perimeter is just the length of all the sides added up. So, Perimeter = 6 x 7 = 42 cm
The hexagon has six sides. So the perimeter will be 6a. a=5cm 6a=6x5 =30 cm
312cm
9 x 6 = 54 inches. A hexagon has 6 sides and perimeter is the total length of the sides.
To find the perimeter of a regular hexagon with equal sides, you simply multiply the length of one side by 6 since a hexagon has 6 sides. In this case, the perimeter would be 12 cm x 6 = 72 cm. This is because all sides of a regular hexagon are equal in length, so you can calculate the total distance around the hexagon by adding up all the side lengths.
Since a hexagon has six sides, a hexagon with sides of 14.7 inches will have a perimeter of 14.7 x 6 = 88.2. Don't forget to specify units of measure in your answer.
12*6 = 72 inches.
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If it is a regular 6 sided hexagon then its perimeter is 6 times 12 = 72 inches
Perimeter of a regular 6 sided hexagon with equal sides of 6cm: 6*6 = 36 cm
Perimeter of a regular 6 sided hexagon with equal sides of 6cm: 6*6 = 36 cm
if perimeter is 228 inches then each side is 228/6 = 38 inches since haxagon has 6 equal sides
It is the sum of the length of the six sides - which need not be equal.
1 1/2 inches or 3/2 inches
Well, isn't that a delightful question! To find the length of one side of a regular hexagon, you simply divide the perimeter by the number of sides, which in this case is 6. So, if the perimeter is 228 inches, each side of the hexagon would be 38 inches long. Just imagine those lovely hexagon shapes coming together like a happy little family on your canvas!