Две стороны треугольника равны 27, 4 и 16, 3 угол равен между 70°

Поделим данный угол пополам:

Пусть a - данная сторона, l - данная биссектриса, O - вершина угла.

В вершине построим 2 окружности Ω1 и Ω2 радиусов a и l соответственно. Пересечение Ω1 и одной из сторон угла - A, Ω2 и биссектрисы угла - L (основание биссектрисы). Пересечение AL и второй стороны угла - точка B. Итого построен треугольник AOB с заданными стороной, биссектрисой и углом.

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