Задание

Реши равнобедренный треугольник \(MTR\), если углы при основании равны \(30 \degree\), а длина основания \(MR= 8\sqrt6\).

Выбери верный вариант.

\(\angle MTR= 30\degree\)

\(\angle TRM= 30\degree\)

\(\angle TMR= 120\degree\)

\(MR = 8\sqrt6\)

\(MT = 8\sqrt6\)

\(TR = 8\sqrt2\)

\(\angle MTR= 120\degree\)

\(\angle TRM= 30\degree\)

\(\angle TMR= 30\degree\)

\(MR = 8\sqrt6\)

\(MT = 8\sqrt6\)

\(TR = 8\sqrt6\)

\( \angle MTR= 60\degree\)

\(\angle TRM= 30\degree\)

\(\angle TMR= 90\degree\)

\(MR = 8\sqrt6\)

\(MT = 8\sqrt6\)

\(TR = 8\sqrt2\)

\(\angle MTR= 120\degree\)

\(\angle TRM= 30\degree\)

\(\angle TMR= 30\degree\)

\(MR = 8\sqrt6\)

\(MT = 8\sqrt2\)

\(TR = 8\sqrt2\)