\[-54\sqrt{3}cos(570^0)\] \[-54\sqrt{3}cos(570^0)=-54\sqrt{3}cos(30^0)=-81\] \[-54\sqrt{3}cos(570^0)=-54\sqrt{3}sin(30^0)=-81\] \[-54\sqrt{3}cos(570^0)=54\sqrt{3}cos(30^0)=81\] \[-54\sqrt{3}cos(570^0)=54\sqrt{3}sin(30^0)=81\]

Задание

Найдите значение выражения:

\[-54\sqrt{3}cos(570^0)\]

\[-54\sqrt{3}cos(570^0)=-54\sqrt{3}cos(30^0)=-81\]
\[-54\sqrt{3}cos(570^0)=-54\sqrt{3}sin(30^0)=-81\]
\[-54\sqrt{3}cos(570^0)=54\sqrt{3}cos(30^0)=81\]
\[-54\sqrt{3}cos(570^0)=54\sqrt{3}sin(30^0)=81\]