sinA = tanA cosA = tanA √(1 - (sinA)^2)
√2 cosB = √3cotB √(1 - 2(cosB)^2)
√2 sinB = √3√(1 - 2(cosB)^2)
2(1 - (cosB)^2) = 3 - 6(cosB)^2
cosB = 1/2
B = π/3
sinA = √2/2
A = π/4
sinA = tanA cosA = tanA √(1 - (sinA)^2)
√2 cosB = √3cotB √(1 - 2(cosB)^2)
√2 sinB = √3√(1 - 2(cosB)^2)
2(1 - (cosB)^2) = 3 - 6(cosB)^2
cosB = 1/2
B = π/3
sinA = √2/2
A = π/4