High college Math aid » Geometry » plane Geometry » Hexagons » how to find the perimeter that a hexagon

Explanation:

To find the perimeter of a consistent hexagon friend must first know the variety of sides in a hexagon i beg your pardon is 6.

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When you recognize the variety of sides of a continual polygon to discover the perimeter you must multiply the side size by the variety of sides.

In this situation it is

The answer for the perimeter is

.

Explanation:

To find the angle of any regular polygon, you find the variety of sides,

. In this instance
.

You then subtract

indigenous the number of sides, yielding
.

Take

and multiply the by
to productivity the total variety of degrees in the consistent hexagon.

Then, to find one separation, personal, instance angle, us divide

by the total number of angles,
.

The prize is

.

Explanation:

To discover the perimeter the a constant polygon, us take the length of each side,

, and multiply it by the number of sides,
.

In a hexagon the number of sides is

, and also in this example the side length is
.

The perimeter is

.

Explanation:

The variety of lines the symmetry through a constant polygon is equal to the number of sides.

A hexagon has lines the symmetry v each vertex, offering three lines of symmetry that each attach two the contrary vertices. The other three currently pass v the midpoints the opposite sides of the hexagon.

Explanation:

To find the perimeter of a continuous hexagon girlfriend must an initial know the variety of sides in a hexagon i m sorry is

.

When you understand the variety of sides of a regular polygon to find the perimeter you have to multiply the side size by the variety of sides.

In this situation it is

The answer for the perimeter is

.

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Explanation:

The perimeter that a regular hexagon is simply the amount of all 6 sides. Since it"s a continuous hexagon, the perimemter is just six time one side (6 cm) or 36 cm.

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