=(√3-1)a
sinB = (√3-1)sinA
C=30°
A +B=150°
sinB = (√3-1)sin(150°-B) = (√3-1)(sin150°cosB-cos150°sinB) = (√3-1)(1/2cosB+√3/2sinB)
2sinB = (√3-1)cosB+(3-√3)sinB
(√3-1)sinB = (√3-1)cosB
tanB=1
B=45°
A=180°-B-C=105°
=(√3-1)a
sinB = (√3-1)sinA
C=30°
A +B=150°
sinB = (√3-1)sin(150°-B) = (√3-1)(sin150°cosB-cos150°sinB) = (√3-1)(1/2cosB+√3/2sinB)
2sinB = (√3-1)cosB+(3-√3)sinB
(√3-1)sinB = (√3-1)cosB
tanB=1
B=45°
A=180°-B-C=105°