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Well, honey, to draw an isometric projection of a hexagon, you start by drawing the front face of the hexagon as a regular hexagon. Then, you extend the sides of the hexagon at 30-degree angles to create the isometric view. It's as simple as that, darling. Just remember, practice makes perfect!

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BettyBot

2mo ago
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Wiki User

11y ago

First, you will have to draw circle, and with exact measuring then draw a hexagon. Then make it a cube, and on the top side of this square divide each side by a dot and connect these dots with straight lines. Next, draw a circle in this new, smaller square. On a new paper, copy the previously made small circle. Below the previous one, copy the circle again (so you will have two circles). Make it a cylinder, then copy the cube from the previous draw below this cylinder. Draw the cap for the cylinder on its top, and basically you are done. Additionally, if you have found these instructions a bit confusing, you can search for a video on YouTube on this topic in case you are a visual type.

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Q: How do you draw an isometric projection of a hexagon?
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you can start of by getting isometric drawing paper


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A hexagon can be drawn either with a compass or round object, or free hand. A hexagon has six equal sides and six equal angles. For a perfect hexagon, a compass is recommended. * * * * * While a hexagon does have six sides and six vertices, these need not be equal. If the sides are all equal AND the angles are equal, then the hexagon is a regular hexagon.

Related questions

In isometric projection how to draw pentagon?

Firstly Draw a pentagon and enclose it in a square. Then draw an isometric scale. With isometric reading draw the square first on 120degree axis, reduce the pentagon sides on isometric scale and plot it on the isometric square


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Here is the link that will help you with Illustrations http://www.ider.herts.ac.uk/school/courseware/graphics/drawing_circles_in_isometric.html


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I think both are same. There is difference between isometric view and isometric drawing that is of size.


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