Question

Miller indices for Octahedral plane in cubic crystal

1. (100)

2. (110)

3. (111)

4. None

Answer 1

Miller indices  for octahedral plane in cubic crystal is given by [111]

Answer 2

Answer:

The miller indices is 3. (111)

Explanation:

"Miller indices" form a system of notation of crystallography for planes.

The notation (x, y, z) denotes the planes that are equal to {x, y, z} by the same symmetry axis.

An octahedral crystal has eight similar surface which are called (111) facts.

A planes are (111) type of planes that symmetry axis are perpendicular to those axis.