A bird sits on the branch of a tree, then starts to fly. The height of the bird is described by the function y = 0.6sin(πx/12) + 35, where y represents the height of the bird measured in meters, and x represents the number of seconds since the bird left the branch.
Which function expresses y, the number of seconds since the bird left the branch, as a function of x, the height of the bird in meters?
A.y=12/πsin^-1(x-35/0.6)
B.y=12/πsin^-1(x+35/0.6)
C.y=π/12sin^-1(x/0.6)-35
D.y=π/12sin^-1(x/0.6)+35