sin(x+π/6)=sinxcosπ/6+cosxsinπ/6=根号3/2sinx+1/2cosx
2sin²(x/2)=1-cosx
f(x)=根号3/2sinx+1/2cosx+1-cosx=根号3/2sinx-1/2cosx+1=sin(x-π/6)+1
1、T=2π
2、f(A)=sin(A-π/6)+1=1
A-π/6=0
A=30°
sinA=1/2
a/sinA=1/(1/2)=2
c/sinC=根号3/sinC=2
sinC=根号3/2
C=60°
B=180-60-30=90
b=2