where can you find geometric figures in the real world?
403281
take a straw (cylinder) and ram it through a potato.  If you do it right, the straw will go right through the potato!  The cylinder is the strongest and most stable of the shapes and you can see why soups, veggies, fruits, etc. all come in cans!\n\nRight triangels, or right angles are all around you.  The floor and the wall of you room for example.  The bottom of a pool is a good example of an obtuse triangle, suspension bridges - trapezoid, if you look at the tip of a pencil - it's a cone but the shape of a cone when you look at it head on is a scalene triangle
523449
Look at this site and you can find out.  It has several different kinds of polygons listed.\n\nhttp://www.mathgoodies.com/lessons/toc_vol1.html\n\nEDIT:  Sorry.  It looks like you have to sign up for something on that site.  Try this one instead:\n\nhttp://www.math.com/school/subject3/lessons/S3U2L4GL.html#
584069
http://www.mathcymru.org/english/thatsoddans.html
913865
http://www.webreference.com/3d/ Try that, good luck with the assignment.
368127
earth.google.com  is awesome.  Just download the installer program, and you can search the entire world and get great pictures of almost anywhere!
884573
All the time.  Everything in computer modelling comes down to geometry.  Its all about the polygons (which are really just lots and lots of triangles)
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.
624911
you can find them on the internet
409945
The figure you are asking about is a pyramid.  If you think of the "traditional pyramid" it has a square base (which is a polygon), with 4 triangular sides that meet in a point at the top.  Yet in fact, a pyramid can have any polygon for a base.
260373
LOTS  look up a search ::fun math games free:: and you will find a bunch!  Depends on what you are learning...adding, geometry?
35412
Surely 3D graphics may help developing the sense of the third dimension in geometric representations.\n\nNo comment about the negative effects on other sides of some kinds of games.
743787
infinitly as many... there are millions of figures... triangle (3 sides) square (4 sides) pentagon (5 sides)... I wonder what you call a figure with 100,000 sides... hehe
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Try here:/\n\nhttp://archives.math.utk.edu/visual.calculus/
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http://en.wikipedia.org/wiki/Stick_figure here is a start
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Go to "Google Images" & find that!!
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http://www.parkercad.org/
844185
square-ish in shape\ncome in different sizes\nmany varieties