Takamori37
Dengan demikian, sin(2x-π) = 1/2 sin(2x-π) = sin(π/6) Sehingga, Solusi 1. 2x-π = π/6 + k.2π 2x = 7π/6 + k.2π x = 7π/12 + kπ Dengan k = 0, dan k = 1 Didapat: x = {7π/12, 19π/12}
Solusi 2. 2x-π = (π-π/6) + k.2π 2x-π = 5π/6 + k.2π 2x = 11π/6 + k.2π x = 11π/12 + kπ Dengan k = 0 dan k = 1, Didapat: x = {11π/12, 23π/12}
sin(2x-π) = 1/2
sin(2x-π) = sin(π/6)
Sehingga,
Solusi 1.
2x-π = π/6 + k.2π
2x = 7π/6 + k.2π
x = 7π/12 + kπ
Dengan k = 0, dan k = 1
Didapat:
x = {7π/12, 19π/12}
Solusi 2.
2x-π = (π-π/6) + k.2π
2x-π = 5π/6 + k.2π
2x = 11π/6 + k.2π
x = 11π/12 + kπ
Dengan k = 0 dan k = 1,
Didapat:
x = {11π/12, 23π/12}
HP = {x | 7π/12, 11π/12, 19π/12, 23π/12}