Find the amplitude and period of y=3sin(2x−π3)+2y = 3\sin(2x - \frac{\pi}{3}) + 2y=3sin(2x−3π)+2.
Amplitude: 3, Period: π\piπ, Vertical shift: 2
Amplitude: 3, Period: 2π2\pi2π, Vertical shift: 2
Amplitude: 2, Period: π\piπ, Vertical shift: 3
Amplitude: 3, Period: π2\frac{\pi}{2}2π, Vertical shift: 2