Letter Tattoos On Bikini Area

"BUILDING POLYGONS" CLASS OF 02-JUN-2009

1. Construct a pentagon given the side AB.

· Drawing the line AB, being equal to the side of the pentagon, extend the seg ment indefinitely from B.
· Doing center at A and B and AB are plotted opening two arcs.
· Tazar a perpendicular to segment AB by the end of B, until being cut with the arc path and get the point F.
· It determines the midpoint of AB.
· Doing center M and MF are opening an arc that intersects the extension of the segment, getting the point E.
· Doing center at A and B and AE opening two arcs are drawn, which cut the former at the points N and G.
· Doing center in N and G and AB are plotted opening two arcs, which intersect at point H. Connecting the Dots
· AN, NH, HG, GB.

2. Construct a pentagon given the circle that contains it.

· We trace the circumference, then we trace the perpendicular diameters of circumference, Bf and Rm.
· Making within R & flip RO cut the circle, to find the midpoint of the radius RO, obtaining the point F.
· Doing center F and FB radio cuts draw an arc radius at the point H. Om
• With center B and radius BH trace an arc that cuts the circle at point A.
• The line AB corresponds to the side of a regular pentagon inscribed in circumference. Connecting the Dots
· AB, BC, CD, DE and EA.

3. Construct a hexagon given the side AB.

· Drawing the line AB, being equal to the side of the hexagon.
· Doing center at A and B and AB are plotted opening two arcs whose intersection is the center of the circle inscribing the hexagon.
· Doing center O and OA opening draw the circle. • With opening
tazan AB on the circle that distance from B. · Combine all the points to close the polygon.

4. Construct a heptagon given the circumference that contains it.

. Draw the circle, then draw the vertical diameter of the circle , 1A.

· Doing center opening in A and AO, is an arc that cuts the circle, taking the points ob
d, c and n .

. Using 1 center and opening cn is equal to the side of the heptagon, divide the circumference.

. Combine all the points to close the polygon.

5. General method for construction of regular polygons from 6 to 12 sides, knowing the length of the side .

· Since the segment AB, with center at A and B and AB opening two arcs that intersect at point O.

· Doing center O and draw a semicircle aperture OA.

· draw a perpendicular through the midpoint of segment AB intersecting the semicircle,
getting the point E.

· Split the segment OE in six (6) equal parts, from E.

· Doing center opening 6 and 6-5, 6-4, 6-3, 6-2, 6-1, 6-E, we get the points 7, 8, 9, 10, 11 and 12.

• When do we draw a center Heptagon 7 and 7-A radio, whether it is an octagon in the center is 8 and Radio 8-A, if a enneagon is centered at the 9 and 9-A radio.

• The example we gave is an enneagon. Using center opening 9 and 9-A we draw a circle on which we will copy the segment AB nine consecutive times.