A ball is dropped at t = 0 from rest at a height of yi = 3.00 m above the vertex of a concave mirror.The mirror has a radius of curvature R = 1.00 m.(a) Where is the initial image of the ball? Describe the initial image completely.(b) At what point do the ball and the image 1st pass each other? What is unique about this point? Describe the image completely. What is the time t at this point?(c) After the ball and the image 1st pass each other, how does the image differ compared to the intial image?(d) Find the 2nd point at which the ball and the image coincide (this should be very easy). What is the time t at this point?

[6.] (15 pts) A ball is dropped at t = 0 from rest at a height of yi = 3.00 m above the vertex of a concave mirror. The mirror has a radius of curvature R = 1.00 m. (a) Where is the initial image of the ball? Describe the initial image completely. (b) At what point do the ball and the image 15t pass each other? What is unique about this point? Describe the image completely. What is the time t at this point? (c) After the ball and the image 1st pass each other, how does the image differ compared to the intial image? (d) Find the 2"d point at which the ball and the image coincide (this should be very easy). What is the time t at this point