4t ESO/4.06 TRIGONOMETRIA/4.06.1 Angles i triangles/4.06.1.1 Mesura d'angles 4.06.1.1.50 TEORIA SUMA ANGLES TRIANGLE Suma dels angles d'un triangle

1. Triangle no rectangle: Com que els tres angles sumen 180º, si en sabem dos podem calcular el tercer:

B = 180º - A - C; A = 180º - B - C; C = 180º - A - B

2. Triangle rectangle: Com que l'angle A sempre fa 90º i la suma dels 3 angles és 180º:

B = 90º - C i C = 90º - B

]]> 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 0.0000000 0.0000000 0