∵π/10<α<3π/5
∴π/2<α+2π/5<π
又cos(α+2π/5)=b
∴sin(α+2π/5)
=√[1-cos²(α+2π/5)]
=√(1-b²)
∴sin(3π/5-α)
=sin[π-(α+2π/5)]
=sin(α+2π/5)
=√(1-b²)
∵π/10<α<3π/5
∴π/2<α+2π/5<π
又cos(α+2π/5)=b
∴sin(α+2π/5)
=√[1-cos²(α+2π/5)]
=√(1-b²)
∴sin(3π/5-α)
=sin[π-(α+2π/5)]
=sin(α+2π/5)
=√(1-b²)