BA=OA-OB=(-2,3)-(1,2)=(-3,1),BC=OC-OB=(5,4)-(1,2)=(4,2)
BA·BC=(-3,1)·(4,2)=-10=|BA|*|BC|*cosB,故:cosB=BA·BC/(|BA|*|BC|)
=-10/(sqrt(10)*2*sqrt(5))=-sqrt(2)/2,故:B=3π/4
BA=OA-OB=(-2,3)-(1,2)=(-3,1),BC=OC-OB=(5,4)-(1,2)=(4,2)
BA·BC=(-3,1)·(4,2)=-10=|BA|*|BC|*cosB,故:cosB=BA·BC/(|BA|*|BC|)
=-10/(sqrt(10)*2*sqrt(5))=-sqrt(2)/2,故:B=3π/4