list the most shapes possible.?
462477
First off...there is a lot more. Second...Sorry I didn't supply more.\n\n\nPOLYGONS\nbicentric polygon \nconcave polygon \nconstructible polygon \nconvex polygon \ncyclic polygon \ndecagon \ndodecagon \nenneagon \nequiangular polygon \nequilateral polygon \nhendecagon \nheptagon \nhexagon \nLemoine hexagon \nTucker hexagon \nicosagon \nswastika \noctagon \npentagon \ncyclic pentagon \nregular polygon \nregular decagon \nregular dodecagon \nregular hendecagon \nregular hexagon \nregular icosagon \nregular octagon \nregular pentagon \nstar figure \nstar of Lakshmi \nstar polygon \ndecagram \ndodecagram \noctagram \nheptagram \nstar of David, hexagram \nstar of Goliath, nonagram \npentagram \ntriangle \nacute triangle \nanticomplementary triangle \nequilateral triangle \nexcentral triangle, tritangent triangle \nisosceles triangle \nmedial triangle, auxiliary triangle \nobtuse triangle \nrational triangle \nright triangle \n30-60-90 triangle \nisosceles right triangle \nscalene triangle \nReuleaux triangle \nparallelogram \nequilateral parallelogram: rhombus \nLozenge \nrhomboid \nWittenbauer's parallelogram \nPenrose tile \nPenrose dart \nPenrose kite \nrectangle \nrhombus, diamond \nHarborth's tile \nsquare \ntrapezium \nisosceles trapezium \nquadrilateral \ncyclic quadrilateral, tetrachord, chordal tetragon\nBrahmagupta's trapezium \nequilic quadrilateral \nkite \nrational quadrilateral \nstrombus \ntangential quadrilateral, tangential tetragon\ntrapezoid \nisosceles trapezoid \npolydrafter \n\nCURVED\nannulus \narbelos \nbulb \ncircle \ndisc \nArchimedes' circle \nBankoff circle \ncircumcircle \nexcircle \nincircle \nnine-point circle \ncircular sector \ncircular segment \ncrescent \nlune \nReuleaux polygon \nrotor \nlens, fish bladder, vesica piscis \nReuleaux triangle \nsphere \nsalinon \nsemicircle \ntriquetra \nYin-Yang \n\nNOT COMPOSED OF CIRCULAR ARCS\nArchimedean spiral \nastroid, paracycle, cubocycloid \ndeltoid \nellipse \nsmoothed octagon \nsuper ellipse \ntomahawk \n\nMISC (too lazy to classify)\nTorus\nWhitney umbrella\nCyclide\nMonkey saddle (don't ask, it's real)
878219
your question is not clear. describe positions of the objects.
667352
octagons have 8\npolygons with "x" sides will have "x" axes of symmetry
504266
Are you sure they want "the" or just any 7 geometrical figures?\n\n1. circle \n2. square \n3. triangle\n4. cube\n5. sphere\n6. rectangle\n7. parallelogram
150109
http://en.wikipedia.org/wiki/List_of_geometric_shapes\n\nWikipedia is a great source to find just about anything, do make most of it. If you want to learn about something, then go to the wikipedia homepage:\n\nhttp://en.wikipedia.org \n\nand use the search box & you're all set!\n\nGoogle is another place where you can start. :)
397113
sphere, elliptic, plane, euclidean, pseudosphere, hyperbolic
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Triangle, quadrilateral, pentagon, hexagon, heptagon, octagon, nonagon, decagon
30455
i think you might mean what 2 dimensional figure has the greatest area in relation to its perimeter. in that case the circle has the greatest area of any shape with the same length perimiter.  so the answer is nothing.  if you take a rope and are asked to arange it into a closed shape with the most area, a perfect circle is the shape you'd use.
189752
sphere, cube, pyramid, cilinder
340160
7 wonders of the world\n8 lines on an octogon
306191
a) cube...final answer
514188
(1) Straight-sided shapes are called polygons \n\n(2) Others are classified according to the number of sides they have.\na) triangles ( three sides) \nb) quadrilaterals ( four sides) \nc) pentagons (five sides)\nd) hexagons (six sides),\ne) octagons (eight sides)
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See a magic square in\nhttp://en.wikipedia.org/wiki/Magic_square
1070589
Assuming you mean as 4 shapes equivalent to the original L shape, the answer is given in the attached image.
46678
The most popular atomic geometries are Linear, Trigonal Planar, Octahedral and Tetrahedra.\n\nI've added a link to a visualization program, though I couldn't get the plug-in to work.
904530
The shape with 120 sides is called Hexakis Icosahedron.\n\nThe Hexakis Icosahedron has 62 vertices, 120 faces and 180 edges. (The Hexakis Icosahedron is the only polyhedron with 120 faces.) \n\nThe Hexakis Icosahedron contains 120 triangles. \n\nThe dual of the Hexakis Icosahedron is the great rhombicosidodecahedron. \n\nI hope I answered your question. All the best.
16578
6\nSee http://en.wikipedia.org/wiki/Tilings_of_regular_polygons