Consider an arbitrary angle θ measured from the initial side.
(i) State how many degrees and how many radians correspond to one complete revolution.
(ii) Describe, in words, a systematic procedure to write θ in the form k× (one complete revolution) +α, where k is an integer and 0≤α<360∘.
(iii) For θ=−765∘, apply the procedure from part (ii) to determine the value of k and the magnitude (in degrees) of α. Also specify whether the terminal side of α is reached by a clockwise or counter-clockwise rotation from the initial side.