Find the number of degrees in the point angle of a {9/2} star polygon.
http://en.wikipedia.org/wiki/Star_polygon
You are given p,q..solve for internal angle.
To find the number of degrees in the point angle of a star polygon, you can use the formula:
Point Angle = 180 * (1 - 2 / n)
where "n" represents the number of vertices or points in the star polygon.
In this case, the star polygon has a fractional number of vertices, given as {9/2}. To work with this, we need to convert it to a whole number.
To convert the fraction {9/2} to a whole number, we multiply the numerator (9) by the denominator's reciprocal (2/1):
9 * (2/1) = 18
We now have a whole number of vertices, which is 18.
Using the formula, we can calculate the point angle:
Point Angle = 180 * (1 - 2 / 18)
= 180 * (1 - 1/9)
= 180 * (8/9)
= 160
Therefore, the number of degrees in the point angle of a {9/2} star polygon is 160 degrees.