1、√3c=2asinC
C/sinC=a/(√3/2),根据正弦定理C/sinC=a/sinA,得sinA=√3/2,A=π/3
2、将AB=2√3,BC=3代入√3c=2asinC得出√3*2√3=2*3*sin,得sinc=1,C=π/2
B=π-π/2-π/3=π/6.面积=1/2*AB*BC*sinB=3√3/2
1、√3c=2asinC
C/sinC=a/(√3/2),根据正弦定理C/sinC=a/sinA,得sinA=√3/2,A=π/3
2、将AB=2√3,BC=3代入√3c=2asinC得出√3*2√3=2*3*sin,得sinc=1,C=π/2
B=π-π/2-π/3=π/6.面积=1/2*AB*BC*sinB=3√3/2