【参考答案】
f(C)=(√3 /2)sin2C-cosC^2-(1/2)
=(√3/2)sin2C-[(cos2C+1)/2]-(1/2)
=sin2Ccos(π/6)-sin(π/6)cos2C-1
=sin(2C- π/6)-1
=0
则 sin(2C- π/6)=1, 即C=π/3
由sinB=2sinA得
b/s...
【参考答案】
f(C)=(√3 /2)sin2C-cosC^2-(1/2)
=(√3/2)sin2C-[(cos2C+1)/2]-(1/2)
=sin2Ccos(π/6)-sin(π/6)cos2C-1
=sin(2C- π/6)-1
=0
则 sin(2C- π/6)=1, 即C=π/3
由sinB=2sinA得
b/s...