Once we select a position x at time t, we will get the same value for the angle 9 inside the sinusoids, for all 3 functions. Set your calculator to radians and use this angle to calculate the maximum transverse velocity (DA and the maximum transverse acceleration a A of any segment at any time. Enter these in Y , max Y, max the data table below. Then calculate the position y, velocity vy, and acceleration ay of the segment of the string located at position x = 2.5 cm at time t = 4.5 s. Record your answers in the table (show your work on separate page). (1 pt each) Note that transverse acceleration is the original functiony(x,t) multiplied by a factor of- 02 a (D2Acos kx ot 02Acos6 y x, t Phase angle, maximum values, and instantaneous values of position, velocity, and acceleration. Data Table 2. Phase angle, 9 (rad) (cm/s) q, nax (cm/s2) Y(x, t) y(2.5 cm, 4.5 s) in cm vy(x, t) vy(2.5 cm, 4.5 s) in cm/s ay(x, t) aA2.5 cm, 4.5 s) in cm/s2