\[\boxed{\mathbf{1.}\mathbf{88}}\]
\[Пусть\ x{^\circ} - \angle B;\]
\[тогда\ 2x{^\circ} - \angle A;\]
\[(2x + 20){^\circ} - \angle C.\]
\[Сумма\ углов\ треугольника\ \]
\[равна\ 180{^\circ}.\]
\[Запишем\ равенство:\]
\[x + 2x + 2x + 20 = 180\]
\[5x = 180 - 20\]
\[5x = 160\]
\[x = 160\ :5 = 32{^\circ} - \angle B.\]
\[2x = 2 \cdot 32 = 64{^\circ} - \angle A.\]
\[64 + 20 = 84{^\circ} - \angle C.\]
\[Ответ:64{^\circ};32{^\circ};84{^\circ}.\]