Chapter 3, Problem 44QAP

a)

To determine

The plane $\left(0\overline{1}\overline{1}\right)$ in the cubic unit cell.

b)

To determine

The plane $\left(11\overline{2}\right)$ in the cubic unit cell.

c)

To determine

The plane $\left(10\overline{2}\right)$ in the cubic unit cell.

d)

To determine

The plane $\left(1\overline{3}1\right)$ in the cubic unit cell.

e)

To determine

The plane $\left(\overline{1}1\overline{1}\right)$ in the cubic unit cell.

f)

To determine

The plane $\left(1\overline{2}\overline{2}\right)$ in the cubic unit cell.

g)

To determine

The plane $\left(\overline{1}2\overline{3}\right)$ in the cubic unit cell.

h)

To determine

The plane $\left(0\overline{1}\overline{3}\right)$ in the cubic unit cell.