13) Explain what the point (0.5, 0.878) that is graphed on the function g (as (0.5 0.878) seen on the right) means in the context of the angle 0 drawn in 0.5 standard position with its center at the center of a circle with a radius of 12 cm. -0.5- A. The point (0.5, 0.878) on the graph of g corresponds to when angle 0 has a measure of 0.878 radians then the horizontal coordinate of the point created by the intersection of the terminal ray and the circle will be 0.5. B. The point (0.5, 0.878) on the graph of g corresponds to when angle 0 has a measure of 0.5 radians then the horizontal coordinate of the point created by the intersection of the terminal ray and the circle will be 0.878. C. The point (0.5, 0.878) on the graph of g corresponds to when angle 0 has a measure of 0.5 radians then the vertical coordinate of the point created by the intersection of the terminal ray and the circle will be about 10.531. D. The point (0.5, 0.878) on the graph of g corresponds to when angle 0 has a measure of 0.5 radians then the vertical coordinate of the point created by the intersection of the terminal ra and the circle will be 0.878. E. The point (0.5, 0.878) on the graph of g corresponds to when angle O has a measure of 0.5 radians then the horizontal coordinate of the point created by the intersection of the term and the circle will be about 10.531