Using the formulas for s' and m obtained in part (a) of Exercise 34.11, graph s' as a function of s, and graph m as a function of s, for the case f < 0 (a convex mirror), so that f = – |f|.
(a) For which values of sis s' positive?
(b) For what values of sis s' negative?
(c) Where is the image if the object is at infinity?
(d) Where is the image if the object is next to the mirror (s = 0)? For which values of s is the image?
(e) Erect;
(f) Inverted;
(g) Larger than the object;
(h) Smaller than the object?