г) √144 · √900 · √0,01; д) (−√(1/11))² − 5√0,16; е) (−6√(1/6))² − 4√0,36.

г) \(\sqrt{144}\cdot\sqrt{900}\cdot\sqrt{0.01}=12\cdot30\cdot0.1=36\).

д) \(\left(-\sqrt{\frac{1}{11}}\right)^2-5\sqrt{0.16}=\frac{1}{11}-5\cdot0.4=\frac{1}{11}-2=-\frac{21}{11}\).

е) \(\left(-6\sqrt{\frac{1}{6}}\right)^2-4\sqrt{0.36}=36\cdot\frac{1}{6}-4\cdot0.6=6-2.4=3.6=\frac{18}{5}\).

Ответ: г) 36; д) \(-\frac{21}{11}\); е) \(3.6=\frac{18}{5}\).