jmc

We can set up a proportion to find the ratio of wands to fands. $$\frac{4\text{ wands}}{6\text{ rands}}\times \frac{24\text{ rands}}{8\text{ fands}}=\frac{2\text{ wands}}{3\text{ rands}}\times \frac{3\text{ rands}}{1\text{ fand}}=\frac{2\text{ wands}}{1\text{ fand}}$$ Now we multiply the ratio of wands to fands by the number of fands. $$\frac{2\text{ wands}}{1\text{ fand}}\times 5\text{ fands}=10\text{ wands}$$ The answer is $\boxed{10}$ wands.