Complete the equation of the periodic function represented by the table of values by entering the midline. x 0 π2 π 3π2 2π y 6 7 6 5 6(1 point) y=sinx+
The midline of a periodic function is the average value of its highest and lowest points. From the given table of values, the highest point is 7 and the lowest point is 5. The average of 7 and 5 is 6.
Therefore, the equation of the periodic function represented by the table of values, with a midline of 6, is:
y = sin(x) + 6