A lattice is defined by the unit vectors \(\rm\vec{a}_1\) = aî, \(\rm\vec{a}_2\) = −\(\rm\frac{a}{2}\)î + \(\rm\frac{a \sqrt{3}}{2}\)ĵ and \(\rm\vec{a}_3\) = ak̂, where a > 0 is a constant. The spacing between the (100) planes of the lattice is
1
√3a/2
2
a/2
3
a
4
√2a
5
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