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Modificato da Lord Memester:
8/4/2016 12:50:09 PM
31
Octagons.
Octagons are an amazing shape with 8 fantastic sides, and eight awesome angles.
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8 RisposteWhat about pentagrams?
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2 RisposteIn fact, the real reason I keep this ( ͡° ͜ʖ ͡°) isn't to show off. It's a reminder that wet ( ͡° ͜ʖ ͡°) dreams are still possible. Not long ago, I was in a ( ͡° ͜ʖ ͡°) town across the country, eating ( ͡° ͜ʖ ͡°) scraps from an ( ͡° ͜ʖ ͡°) restaurant dumpster, no ( ͡° ͜ʖ ͡°) arts degree to my name. But you know what, something happened that day that changed my life. I bumped into our lord and savior, the flying ( ͡° ͜ʖ ͡°) monster, hallowed be his ( ͡° ͜ʖ ͡°) name. He showed me what he did to become a true (sw ͡° ͜ʖ ͡°ag) lord.
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13 RisposteUr mum has 8 fantastic sides
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3 RisposteI've had this question in my head recently due to my math teacher giving me this problem as a bonus on a test. So I have two regular hexagons inscribed in two distinct circles, of radius n. The two circles intersect, the intersection points being vertices of the hexagons. Let them be O1 and O2. Part (a) of the question was to prove the existence of a circle of radius n that passes through 2 vertices of the first hexagon and 2 vertices of the second, while containing only ONE of the intersection points. So suppose that this circle intersects one hexagon at vertices A and B and the other at vertices C and D. This circle, while intersecting at A, B, C, and D, would also have to include one of O1, O2, in its interior. Part (b) of the question was to prove/disprove that these 4 points (A, B, C, D) can make up the vertices of a regular octagon/decagon/dodecagon. Nobody in my class, including myself, got the bonus. I've thought about this question for a while, and I've given up. My teacher also proposed the same problem, but with pentagons and heptagons, and to prove/disprove existence of hexagon/octagon/decagon for pentagon, and decagon/dodecahedron/14-gon for the heptagon.
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1 RispondiOctagons are types of octopuses, right
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1 Rispondidid you steal jacks octagon again? ;P
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3 RisposteThe smarts award of the century goes to..... Lord Memester! Congratulations!
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7 RisposteHeptagons are way better.
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1 Rispondi
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1 RispondiDamn straight.
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5 RisposteAh yes, octagons. How wonderfully brilliant they are. One just doesn't hear enough about them these days.
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Pftt, Puuuhhhhleeeasssseee!!!!! [spoiler]Everyone knows enneacontagons are where it's at[/spoiler]
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Hexagons are better.
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2 RisposteIf anyone thinks any shape is better than a triangle, they clearly stopped studying math in 4th grade.
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#TrapezoidMasterRace
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3 Rispostecircle is where its at
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10 RisposteOctagons have eight sides. Octopi have eight legs. Those legs are called tentacles. Japan likes tentacles. For porn. I will not accept your Octagon God filthy weaboo.
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Octagons? You still at it you meme dealer?
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My steam account name is Officer Octagon. Hit me up.
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I've always preferred septagons. Sep7agon.net, for example, is a great site.
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Nonagons
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... Pentakill!
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3 RisposteModificato da Shryke: 8/3/2016 7:46:15 PMMaybe so, but hexagons are composed of 6 equilateral triangles, have 6 tantalizing sides and 6 equally intriguing angles. [spoiler]...and they can tessellate on their own [/spoiler]
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Please heart it's relevant [spoiler] ...a casual loop within this toggler's mechanism suggests that the toggling process somehow binds space and time into... [/spoiler]
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1 Rispondi[b]PRAISE THE OCTAGON [/b] \( ' ')/
