Consider the square below:
If you start at point $A$A and travel clockwise $\frac{1}{2}$12 of the way around the square, where do you end up?
End point $=$= $\editable{}$
If you start at point $A$A and travel clockwise $\frac{1}{4}$14 of the way around the square, where do you end up?
End point $=$= $\editable{}$
Consider the hexagon below, which has six sides of equal length:
Consider the equilateral triangle below:
Consider the pentagon below, which has five sides of equal length: