1)PT⇔cos2x=cos2x−cos3x−1cos2x+sin2xcos2x
⇔cos2x=cosx(cos2x−cos3x−1)+sin2xcos2x
⇔cos2x=cos3x−cos4x−1+sin2xcos2x
⇔cos2x=cos3x−cos4x−1+1−cos2xcos2x
⇔cos2x=cos3x−cos4x−cos2xcos2x
⇔cos2x=cosx−cos2x−1
⇔cos2x−sin2x=cosx−cos2x−1
⇔cos2x−cosx+2=0
Đến đây để rồi bn tự giải nhé! Good luck!