Chapter 36, Problem 11AR

To determine

(a)

The measurement of length $\text{a}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(b)

The measurement of length $\text{b}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(c)

The measurement of length $\text{c}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(d)

The measurement of length $\text{d}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(e)

The measurement of length $\text{e}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(f)

The measurement of length $\text{f}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(g)

The measurement of length $\text{g}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(h)

The measurement of length $\text{h}$ on the enlarged $32\text{nds}$ graduated fractional rule.

To determine

(i)

The measurement of length $\text{i}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(j)

The measurement of length $\text{j}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(k)

The measurement of length $\text{k}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(l)

The measurement of length $\text{l}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(m)

The measurement of length $\text{m}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(n)

The measurement of length $\text{n}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(o)

The measurement of length $\text{o}$ on the enlarged $64\text{ths}$ graduated fractional rule.

To determine

(o)

The measurement of length $\text{p}$ on the enlarged $64\text{ths}$ graduated fractional rule.