a) Trong tam giác BOC có cạnh BC lớn nhất.
b) Theo đề bài, ta có:
OB<OC
=>\(\widehat{OCB}\)< \(\widehat{OBC}\)
Mặc khác, ta có:
\(\widehat{ACB}\)=\(\widehat{ACO}\)+ \(\widehat{OCB}\)=2.\(\widehat{OCB}\)
\(\widehat{ABC}\)=\(\widehat{ABO}\)+\(\widehat{OBC}\)=2.\(\widehat{OBC}\)
Mà \(\widehat{OCB}\)< \(\widehat{OBC}\)
=>2.\(\widehat{OCB}\)<2.\(\widehat{OBC}\)
hay:\(\widehat{ACB}\)<\(\widehat{ABC}\)
=>AB<AC