a geometric figure having three lines segments for sides.?
465733
That would be a triangle....
691753
maybe a hexagonal prism http://en.wikipedia.org/wiki/Hexagonal_prism http://en.wikipedia.org/wiki/Prism_%28geometry%29
667352
octagons have 8\npolygons with "x" sides will have "x" axes of symmetry
494278
a trapezoid.\n   __\n  /__&#92;
18831
A straight line.\n(Now I'm expecting you to come with a funny answer to this common sense question)
868256
a circle has infinite lines of symmetry\n\nso does a straight line\n\nso does a sin wave\n\nthere are many figures that have infinit lines of symmetry\na more interesting question might be whether there are an infinite\nnumber of figures that have infinite lines of symmetry. (there are)
563121
a right angled isosceles triangle\n\nplease give me 10 points now
189564
A right rectangular prism has six faces.
541889
http://en.wikipedia.org/wiki/Stick_figure here is a start
63969
A hexagon has 6 sides.
877622
ok...is what id imaigne you want is a ruler and compass construction of a line segment and you want to divide it into 4 equal parts...this isnt so bad\n\nis what you need is the bisector construction...and you do this 3 times...so you have your segment...go get yoru compass!\n\nok, now that you have your compass...put the pointy part of the compass on one of the segment endpoints...open teh compass so its open to a little more than half the length of the segment...draw an arc above and below the segment, then do the same thing with the other end point...\n\nyou now notice that those two arcs you drew intersect at 2 points...and if you connect those two points of intersectoin you would bisect the line....ok, so we have divided the line in half...well we need to do that again...\n\nso now go back to the endpoint you started on, and put the pointy end of the compass on the endpoint and open the compass to slightly more than half the distance from the endpoint to the bisector...arc above and below the line, repeat teh steps at the place where the bisector cuts the line...you would noice that these two arcs will intersect above and below the line...and you connect those points, and you have now split one half of the line into quarters...do the same thing for the other half\n\nhope this helps.\n\nmatttlocke
284219
No. The figure may be a rhombus, which has four congruent sides, but only opposite angles are congruent and all the angles are not 90 degrees.
327427
Each side would have length sqrt(3), so the area would be 3 m^2.
459931
a nine-sided polygon???  can't wait to see other answers...
943665
this is impossible to answer, there are many shapes that could be made this way.  do you have any other information like right angles or angles at corners?
504335
Draw two lines from any tow angles to two opposite base
902885
Trigonal planar.\n\n120 degrees.