How to Draw an Impossible Triangle
Sketch an inverted equilateral triangle., Lightly sketch two parallel lines outside one side of the triangle., Do this for each of the other two sides., Choose one side of the "center" triangle., Find the same side of the "middle" triangle., Repeat...
Step-by-Step Guide
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Step 1: Sketch an inverted equilateral triangle.
This will be the center of your triangle. -
Step 2: Lightly sketch two parallel lines outside one side of the triangle.
The lines should be equally spaced.
Take caution that your lines are drawn straight. , Your sketch should look like three triangles nested together. , Extend one end of that straight line until it reaches the "middle" triangle. , Extend one end of that straight line, in the same direction as before, until it reaches the "outside" triangle. ,, Each edge of this "3-D" shape should look like a reverse "L". , These short segments will finish off the outside points. ,, -
Step 3: Do this for each of the other two sides.
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Step 4: Choose one side of the "center" triangle.
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Step 5: Find the same side of the "middle" triangle.
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Step 6: Repeat steps for the other two sides of the triangle.
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Step 7: Erase short segments so that the triangle begins to look three-dimensional rather than flat.
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Step 8: Add short segments at an angle in the corners.
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Step 9: Cleanup your drawing by erasing the points outside of the short segments drawn in the previous step.
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Step 10: Add shading if desired.
Detailed Guide
This will be the center of your triangle.
The lines should be equally spaced.
Take caution that your lines are drawn straight. , Your sketch should look like three triangles nested together. , Extend one end of that straight line until it reaches the "middle" triangle. , Extend one end of that straight line, in the same direction as before, until it reaches the "outside" triangle. ,, Each edge of this "3-D" shape should look like a reverse "L". , These short segments will finish off the outside points. ,,
About the Author
Madison Taylor
Committed to making DIY projects accessible and understandable for everyone.
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