How do you make 12 sections on a circle?
914474
well from my understanding there is 360 degrees in the circumference of a circle so divide that by 12 and you get 30 so every 30 degrees mark it.\nI hope i am not to wrong here!\n\nUnless its bigger but you can draw it down to fit that scale, that's not hard.
912774
Yes, what's the question? I'll take a guess ...\n\nIf your rectangle is divided into ten equal pieces, then each one will be a tenth, so if you shade 3 for example, that will be 3 tenths ... any help?
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
751528
Yes.  For example, take the two from the top left corner, and the two from the bottom right corner, and make a new square touching the top right corner.\n\n\nAAAA BBBBB\nC.........D..........E\nC.........D..........E\nC.........D..........E\nFFFFFF GGGG\nH.........I............J\nH.........I............J\nH.........I............J\nKKKKK LLLLL\n\nbecomes\n . . . . . . . . . . . . . AAAA\n . . . . . . . . . . . . .C . . . . J\n . . . . . . . . . . . . .C . . . . J\n . . . . . . . . . . . . .C . . . . J\n. . . . . . .BBBBB LLLLL\n. .........D..........E\n. .........D..........E\n. .........D..........E\nFFFFFF GGGG\nH.........I\nH.........I\nH.........I\nKKKKK
510559
three equally spaced horizontal lines, three equally spaced vertical lines. Plant a tree on each of the nine intersections. Put a line through each of the two major diagonals. Number the trees:\n1 2 3\n4 5 6\n7 8 9\ndraw a line through 8 and 6. draw a line through 4 and 3. That's 10 lines. Put the 10th tree at the intersection of these last two lines. It can be seen that this last tree doesn't lie on any of the other 8 lines.\nQED
882048
Here's the answer you want:  With a compass set to the radius of the circle, start marking off radii around the circle, dividing it into 6 equal parts.  Connect any 3 alternate points and you'll have your triangle.\n\nNO MATH REQUIRED!
668527
Using Roman numerals!  Twelve would be\n\nXII\n\nIf you cut that in half using a horizontal line, the top half looks like VII, which is 7.
70364
Well, it would depend what graphics toolkit you're using, what operating system, etc. It would probably involve:\n\n1. creating a window\n2. creating a canvas or drawing area\n3. creating all the elements of a clock on the canvas.\n\nThe "hard" part is 3, where you probably have to use trigonometry to turn your circular clock coordinates into the usual cartesian coordinates.
163044
DIVIDE SQ INCHES BY 12 AND YOU GET SQ FEET
64832
You need to know the distance between the centers, because the circles could have different placements\n1- one inside the other\n2- doesn't intersect\n3- partly intersect
557989
You can't. It depends on which way the diameter is turned in the circle. There are an infinite amount of solutions. Tell your teacher to be more specific.\n\ntosmith
1147103
First draw a circle w/ the centerpoint well defined (e.g. use a compass).  Then use a protractor, with the circle center at your protractor center, to create the angle you want.\n\nIf you want to divide the circle equally for 30 people, then you take 360 degree/30.  Then you need 30 angles of 12 degrees.  Create these w/ your protractor and extend to the circumference of the circle.\n\nKeep in mind, that spreadsheet programs like excel will let you form pie-charts, which are basically this same thing only done much easier.
957254
Insert / Shapes / Basic. Choose a circle from the options. Drag your mouse on the paper to make the circle. You can repeat those steps for more circles, or just copy/paste the one you have over and over. The default circle is usually colored and will not be transparent. If you need to see the overlapped areas, select the circle, right click the mouse and choose "properties" and under "fill" click on the "X" which removes any fill or color. \n\n(If you want all transparent circles, just create ONE circle and remove the fill and THEN copy it and paste it for as many as you want.)\n\nTo add text to a circle, select it, right click, and choose "add text."
519523
try cutting it up into squares and triangles
956315
The simplest way is to cut it into five slices, each with an arc of 72 degrees (or 2*pi/5 radians). You could probably also figure out a way to cut it into strips so that each strip has equal area, but that would be significantly more complicated.
833263
if you're talking about making a strip of more than one pics put together then go to photobucket.com and make a bucket strip. its very easy to do.
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?