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- Start by drawing a horizontal line to structure the topmost side of the hexagon. …
- Step 2 — Draw the First Two Sides of the Hexagon. …
- Step 3 — Afterwards, Draw the Hexagon’s Third Side. …
- Step 4 — Next, Draw the Bottom Side of the Hexagon.

- Step 1: Draw a circle. First draw a cross – two guidelines of the same length, crossing at a right angle (90 degrees). …
- Step 2: Mark the top two corners. …
- Step 3: Repeat and mark the bottom two corners. …
- Step 4: Connect the marked points to draw a hexagon.

120°

Hexagon

Regular hexagon | |
---|---|

Coxeter diagram | |

Symmetry group | Dihedral (D_{6}), order 2×6 |

Internal angle (degrees) | 120° |

Dual polygon | Self |

Step 1: Draw two parallel vertical lines and a horizontal line. Step 2: Draw a vertical centerline and an additional horizontal line. Step 3: Mark points along the centerline and connect the corners. Step 4: **Cut out** the hexagonal-shaped pattern along the lines.

Use **a ruler and a protractor** to draw a perfect hexagon. For a rougher hexagon, try using a round shape and a ruler to guide your hand. If precision is not paramount, then feel free to sketch out a simple hexagon using only a pencil and a creative mind.

I put together **2 trapezoids** to make a hexagon. It has 6 sides and 6 vertices. It has 2 equal parts.

six

A hexagon has six sides and **six interior angles**.
## How do you construct a regular hexagon with side 5cm?

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## How do you construct a hexagon outside of a circle?

- Draw a side OA of length 5 cm.
- Construct angles of 120∘ from points O and A respectively.
- Mark points B and E on the 120∘ angles created from A and O respectively.
- Again draw angles of 120∘ to sides AB and O respectively and mark points C and D at a distance of 5 cm from B and E respectively. Join C−D.

Regular Hexagon on a Given Inscribed Circle
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## Is a hexagon an equilateral?

Draw horizontal diameter AB and vertical center line. Draw lines tangent to the circle and perpendicular to AB at A and B. Use a T **square** and a 30°/60° triangle to draw the remaining sides of the figure tangent to the circle and at 30° to the horizontal.

A hexagon is made up of **6 congruent equilateral triangles**. Each equilateral triangle has a length of 8 units.
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## How do you draw a hexagon with a side of 40mm?

**Answer**
## How do you make a hexagon flower?

## How do you make a hexagon out of 3 Rhombuses?

## How many ways can you draw a hexagon?

- take a scale and a Cartesian plane.
- measure 40 mm on the scale.
- then mark lines of 40mm(4cm ) in a shape oh hexagon.

Lesson 5 Summary

Let’s use pattern blocks to visualize the situation and say that a hexagon is 1 whole. Since 3 rhombuses make a hexagon, 1 rhombus represents and 2 rhombuses represent . We can see that 6 pairs of rhombuses make 4 hexagons, so there are 6 groups of in 4.

The kids were shocked when I told them there are actually **8** total ways to make a hexagon using our pattern blocks! As we found each of the 8 ways, we recorded how many of each shape was used in each creation: This chart leads to great discussion about why the square and rhombus can’t ever be used.
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## How many vertices does a hexagon have?

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## How to Draw a Hexagon

So a **hexagon can have 5 right-angles**, as shown. Sum of Angles = 900′. 6 right angles = 540′, leaving 360′, which is impossible. So maximum number is 5.

A hexagon has six sides, and the sum of interior angles of a polygon can be calculated in the formula: 180(n−2) , where n is the number of sides in the polygon. 180(6−2)=180(4)=720 , … so each angle of a regular hexagon is 7206=120 . Thus, **a regular hexagon has zero right angles**.

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