1. An object 0.3 cm tall is placed 15.5 cm to the left of the vertex of a concave mirror with a center of curvature of 24.0 cm. Determine the position, size, orientation and type (real or virtual) of the image.
The focal length of the mirror is
R = radius of curvature of the mirror
For the convace mirror the radius of curvature of the mirror will be positive:
The mirror equation is
d0 = object distance
di = image distance
f = focal length of the mirror
The imagei s formed at a distance of 53.14 cm to the left of mirror vertex.
The magnification produced by the mirror is
hi = height of the image
ho = height of the object
do = object distance
di = imege distance from the mirror
As the height of the image is negative the image formed will be inverted.
As the distance is positive the image will be real.
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