89640 degrees
I would just call it a 500-sided polygon.
No. But all squares are also rectangles. A rectangle has all angles the same (at 90o), but only opposite pairs of sides of equal length, whereas a square requires that not only all the angles are the same (at 90o) but also the sides are all the same length. Thus a rectangle can have sides: 2, 4, 2, & 4; 5, 100, 5 & 500; 10, 10, 10 & 10. Only the last one of those is also a square.
Perimeter, P = 96 ft.Area, A = 500 ft^2.A = LW500= LWL = 500/WP = 2L + 2W96 = 2L + 2W substitute 500/W for L;96 = 2(500/W) + 2W divide by 2 to both sides;48 = 500/W + W multiply by W to both sides;48W = 500 + W^20 = 500 + W^2 - 48W or,W^2 - 48W + 500 = 0W = [48 +,- square root of [48^2 - (4)(1)(500)]/2W = [48 +,- square root of (2304 -2000)]/2W = (48 +,- square root of 304)/2W = (48 + 17.436)/2 or W = (48 - 17.436)/2W = 65.436/2 or W = 30.564/2W = 32.718 ft or W = 15. 282 ftL = 500/W = 500/32.718 or L = 500/15.282L = 15.282 ft or L = 32.718 ft
To find the number, you can set up the equation 0.62x = 310, where x is the unknown number. To solve for x, you divide both sides by 0.62 to isolate x. Therefore, the number is 500.
5 * 100=500
pentahectagon
Well, isn't that just a happy little shape! A 500-sided polygon is called a pentahectagon. Just imagine all those lovely angles and sides coming together in perfect harmony to create a beautiful, intricate design. Remember, there are no mistakes in art, just happy little accidents.
There does not appear to be an accepted name for a 500 sided shape. Where a specific name does not exist for a polygon then it is usually referred to by the NUMBER of sides. A 500 sided polygon is referred to as a 500-gon.
The exterior angles of any polygon add up to 360 degrees.
a 500 sided polygon is call a Pentahectagon... i believe
I would just call it a 500-sided polygon.
pentaheptagon
The answer is simple and only works for regular polygons: T=the number of sides /=divide 500/t ______ x (500/t)xt Tan(180/t)
Pentahectagon
a pentahectogonr / pentahectogon
Pentacentagon pentahectogon
Pentacentagon pentahectogon