Let θ1,θ2,…,θ10, be positive valued angles (in radian) such that θ1+θ2+….+θ10=2π Define the complex numbers z1=eᶦθ¹,zk=Zk−1eᶦθᵏ for k = 2, 3, …, 10, where i=√−1 Consider the statements P and Q given below:
A.P is TRUE and Q is FALSE
B.Q is TRUE and P is FALSE
C.both P and Q are TRUE
D.both P and Q are FALSE
