inner angle
When sides A, B and C are A, B, C, asisinanb+b (COSA) 2 = √ 2a, then b/a=
Analysis: ∫A Sina sinb+B(COSA)2 =√2A
pass by
sine law
2r(sina)^2sinb+2rsinb[ 1-(sina)^2]=√2*2rsina
(sina)^2sinb+sinb[ 1-(sina)^2]=√2*sina
sinB=√2*sinA
sinB/sinA=√2
∴b/a=√2