Chapter 5: Problem 9
Total number of planes, axes and centre of symmetries in a crystal is termed as a) elements of symmetry (b) symmetries c) symmetry operations
Chapter 5: Problem 9
Total number of planes, axes and centre of symmetries in a crystal is termed as a) elements of symmetry (b) symmetries c) symmetry operations
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Get started for freeName of equation related to X-ray diffraction by crystals is: (a) Laue equation (b) Bragg's equation (c) Lewis equation
Axis of symmetry in crystals is given by the general formula (a) \(\frac{360^{\circ}}{n}\) (b) \(n \times 360^{\circ}\) (c) \(n \times 180^{\circ}\) (d) \(n / 90^{\circ}\)
If in a crystal intercepts are \(1, \infty\) and \(\infty\), the Millar indices are: (a) (100) (b) \((101)\) (c) (110) (d) (000)
Crystals can be classified into (a) 7 systems b) 9 systems c) 10 systems
Coordination number for an atom in a primitive cubic unit cell is, (a) 6 (b) 8 (c) 10 (d) 12
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