Chapter 3, Problem 3.61P

(a)

To determine

To sketch: The plane within the cubic cell for $\left[1\overline{1}0\right]$ .

(b)

To determine

To sketch: The plane within the cubic cell for $\left[\overline{2}\overline{2}1\right]$ .

(c)

To determine

To sketch: The plane within the cubic cell for $\left[410\right]$ .

(d)

To determine

To sketch: The plane within the cubic cell for $\left[0\overline{1}2\right]$ .

(e)

To determine

To sketch: The plane within the cubic cell for $\left[\overline{3}\overline{2}1\right]$ .

(f)

To determine

To sketch: The plane within the cubic cell for $\left[11\overline{1}\right]$ .

(g)

To determine

To sketch: The plane within the cubic cell for $\left[1\overline{1}1\right]$ .

(h)

To determine

To sketch: The plane within the cubic cell for $\left[01\overline{1}\right]$ .

(i)

To determine

To sketch: The plane within the cubic cell for $\left[030\right]$ .

(j)

To determine

To sketch: The plane within the cubic cell for $\left[\overline{1}21\right]$ .

(k)

To determine

To sketch: The plane within the cubic cell for $\left[11\overline{3}\right]$ .

(l)

To determine

To sketch: The plane within the cubic cell for $\left[0\overline{4}1\right]$ .