解:$ (1) $原式$=(-2×4)×\sqrt {15×6}=-8\sqrt {90}$
$=-8×3\sqrt {10}$
$=-24\sqrt {10}$
$ (2) $原式$=[(-8)×(-\frac {1}{4})]×\sqrt {35×\frac {10}{7}}$
$=2\sqrt {50}$
$=2×5\sqrt {2}$
$=10\sqrt {2}$
$ (3) $原式$=6\sqrt {27xy·\frac {x}{y}}$
$=6\sqrt {27x^2}$
$=6×3\sqrt {3}· x$
$=18\sqrt {3}x$
$ (4) $原式$=\sqrt {18mn·2\ \mathrm {m^2}n^4}$
$=\sqrt {36\ \mathrm {m^3}n^5}$
$=6mn^2\sqrt {mn}$