Ai giải thích hộ em cách giải này với ạ!
[tex]sin^210^{\circ} +sin^220^{\circ}+...+sin^270^{\circ}+sin^280^{\circ}[/tex]
[tex]=(sin^210^{\circ}+sin^280^{\circ})+(sin^220^{\circ}+sin^270^{\circ})+(sin^230^{\circ}+sin^260^{\circ})+(sin^240^{\circ}+sin^250^{\circ})[/tex]
[tex]=(sin^210^{\circ}+cos^210^{\circ})+(sin^220^{\circ}+cos^220^{\circ})+(sin^230^{\circ}+cos^230^{\circ})+(sin^240^{\circ}+cos^240^{\circ})[/tex]
[tex]=1+1+1+1=4[/tex] (vì [tex]sin^2\alpha +cos^2\alpha =1[/tex] )