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Find Miller Indices of a plane whose intercepts are a, 4a and a, where a is the lattice constant. Draw (102), (201] and (040) in a cubic unit cell.
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As intercepts area, 4 as and a with a as lattice constant.  Actual plane intercept are 1, 4 and 1.

Take reciprocals:  $\dfrac{1}{1}, \ \dfrac{1}{4}, \ \dfrac{1}{1}$

Taking LCM:  (4  1   4 )

Miller indices are (4  1   4)

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