Determine the Miller indices of a plane that makes intercepts of (4, 3 and 8) on the coordinate axes of an orthorhombic lattice with the ratio of the axial lengths as: A: B: C = 2: 3:2 O (2 4 2) O (43 8) O (2 3 2) O (42 4) O (2 4 1)

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Chapter1: Units, Trigonometry. And Vectors
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Determine the Miller indices of a plane that makes intercepts of (4, 3 and 8) on the
coordinate axes of an orthorhombic lattice with the ratio of the axial lengths as:
A: B: C = 2: 3:2
O (2 4 2)
O (43 8)
O (23 2)
O (4 2 4)
O (2 4 1)
At room temperature, the energy gap in the semiconductors is
energy gap in the insulators.
the
bigger than
O none of the other options
O less than
O equal to
bigger than or equal to
Transcribed Image Text:Determine the Miller indices of a plane that makes intercepts of (4, 3 and 8) on the coordinate axes of an orthorhombic lattice with the ratio of the axial lengths as: A: B: C = 2: 3:2 O (2 4 2) O (43 8) O (23 2) O (4 2 4) O (2 4 1) At room temperature, the energy gap in the semiconductors is energy gap in the insulators. the bigger than O none of the other options O less than O equal to bigger than or equal to
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