Chứng minh biểu thức a = (1-tan^2x)^2/4tan^2x - 1/4 sin^2x cos^2x không phụ thuộc vào x.
Giải thích
A=1−tan2x24tan2x−14sin2xcos2xA=1−tan2x24tan2x−14tan2x.1cos2x2A=1−tan2x24tan2x−1+tan2x24tan2xA=1−tan2x2−1+tan2x24tan2xA=−4tan2x4tan2x=−1
A=1−tan2x24tan2x−14sin2xcos2xA=1−tan2x24tan2x−14tan2x.1cos2x2A=1−tan2x24tan2x−1+tan2x24tan2xA=1−tan2x2−1+tan2x24tan2xA=−4tan2x4tan2x=−1