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The vertices of a regular

Mario’s company makes unusually shaped imitation gemstones. One gemstone had 12 faces and 20 edges. How many vertices did the
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Let $B,$ $A,$ and $D$ be three consecutive vertices of a regular $20$-gon. A regular heptagon is constructed on $\overline{AB},$
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Sleepy found a gemstone in the mine. It has 22 edges and 18 faces. How many vertices did the gemstone have?(1 point)Responses 10
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Sleepy found a gemstone in the mine. It has 22 edges and 18 faces. How many vertices did the gemstone have?(1 point)Responses 34
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Sleepy found a gemstone in the mine. It has 22 edges and 18 faces. How many vertices did the gemstone have?(1 point) Responses
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Sleepy found a gemstone in the mine. It has 20 edges and 18 faces. How many vertices did the gemstone have?(1 point) Responses
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The vertices of a regular 10-gon are labeled V_1, V_2, \ldots V_n, which is a permutation of \{ 1, 2, \ldots, 10\}. Define a
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The construction of the regular pentagon is equivalent to the construction of the point in the unit circle with x coordinate x1
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Mario's company makes unusually shaped imitation gemstones. One gemstone had 12 faces and 20 edges. How many vertices did the
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Sleepy found a gemstone in the mine. It has 22 edges and 18 faces. How many vertices did the gemstone have? (1 point)• 34
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