The following statements describe the procedure for determining the Miller indices of a crystallographic plane, but they are not in the correct order. Arrange them in the proper sequence.
I. The final set of integers is written within parentheses as (h k l) representing the plane indices.
II. The intercepts made by the plane on the x, y, and z axes are determined and denoted as a, b, and c.
III. If the plane passes through the origin, an equivalent parallel plane is drawn or the origin is shifted to another lattice point.
IV. The reciprocals of the intercepts are taken; an infinite intercept results in a zero index.
V. The reciprocals are multiplied by the corresponding lattice parameters a, b, and c to normalize them.
VI. The normalized values are converted into the smallest possible integers by multiplying or dividing by a common factor
