Даны точки A(1;3;0) , B(2;3; −1) , C(1; 2; −1) . Вычислите угол между векторами CA и CB

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1)Пусть х 1-а часть 
2х -угол (например А) 
3х- угол В 
4 х угол С 
т. к. сумма углов =180 градусам 
то 2х+3х+4х=180 
9х=180 
х=180:9 
х=20 градусов-1 часть 
2*20=40 градусов угол А 
3*20=60 градусов угол В 
4*20 =80 градусовугол С 
ответ: 40,60,80
2)Сумма углов равнобедренного треугольника равна 180 град. Отсюда: 
Сумма двух углов у основания треугольника равна 180 _160 = 20 град. 
Так как углы у основания равнобедренного треугольника равны между собой, отсюда: Один угол равен 10 град. 
Итого углы равнобедренного треугольника равны: 160 град, 10 град, 10 град.
3)углы при основании равны, если один 70, то и второй 70, чтобы найти третий надо 180-(70+70)=40