Attendance at a state park throughout the year is found to be periodic and can be modeled by a sine function. The attendance ranges from a low of approximately 1,000,000 visitors in September to a high of approximately 2,000,000 visitors in March. If t is the month number, where t = 1 is January, and N(t) is the attendance, in millions of visitors, which of the functions can be used to model this behavior? N(t) = 0.5 sin(2tt) + 1.5 N(t) = 2 sin(8t) - 1 N() = 1.5 sin(st) + 0.5 N(t) = 0.5 sin(st)+15​