a+b+c=1+√3,S=3/8sinC,sinA+sinB=√3sinC
S=1/2absinC=3/8sinC
ab=3/4
a+b=√3c,a+b+c=1+√3
c=1,a=b=√3/2
cosC=(a^2+b^2-c^2)/2ab=(3/2-1)/3/2=1/3
sinC=2√2/3
tanC=2√2
tan(A+B)=-tanC=-2√2
a+b+c=1+√3,S=3/8sinC,sinA+sinB=√3sinC
S=1/2absinC=3/8sinC
ab=3/4
a+b=√3c,a+b+c=1+√3
c=1,a=b=√3/2
cosC=(a^2+b^2-c^2)/2ab=(3/2-1)/3/2=1/3
sinC=2√2/3
tanC=2√2
tan(A+B)=-tanC=-2√2