Let n ≥4 be a positive integer and let L1 , L2 ,......, Ln be the lengths of the sides of arbitrary n– sided non-degenerate polygon P. Suppose
Consider the following statements:
I. The lengths of the sides of P are equal.
II. The angles of P are equal.
III. P is a regular polygon if it is cyclic.
Then
(A) I is true and I implies II
(B) II is true
(C) III is false
(D) I and III are true
