1. Use the lens equation to predict the image distance for each lens-you will have to rearrange the equation to solve for si. Remember, f is positive for a concave mirror, negative for a convex mirror, and positive for a converging lens. Write down whether the image is real or virtual in each case. 2. Measure the distance from the lens to the image on your diagrams-do your predicted image distances match what you got using the lens equation? 3. The magnification for each case is found by taking the image height divided by the object height, or m = hi / ho. For an upright image, m is positive, and for an inverted image, m is negative. What is the magnification of each of the lenses?Part 1: Concave Mirror 1. Print the ray diagrams provided in Figure 8, 9, 10, 11, and 12. 2. Given, C = 8 cm, f = 4 cm, So = 10 cm, ho = 4 cm, measure out distances for f and C, and mark the points on the axis to the left of the mirror in Figure 8. Draw an upright arrow of height h. at distance so from the mirror.Part 2: Convex Mirror 1. Given C = 9 cm, So = 9 cm, ho = 3 cm, draw a ray diagram for Figure 9. Note: f and C are drawn as if inside the mirror, opposite the object. See Figure 2 for help.Part 3: Convex Lens 1 1. Given f = 3 cm, So = 5 cm, ho = 3 cm, draw a ray diagram for Figure 10.Part 4: Convex Lens 2 1. Given f = 5 cm, So = 3 cm, ho = 2 cm, draw a ray diagram for Figure 11.Part 5: Concave Lens 1. Given f= -6 cm, So = 10 cm, ho = 4 cm, draw a ray diagram for Figure 12