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1. Explain the formulae of finding aperture of spherical mirrors.
2. A plane mirror can be considered a limiting case of a spherical mirror. Specify what this limit is.
(a) Determine an equation that relates the image and object distances in this limit of a plane mirror.
(b) Determine the magnification of a plane mirror in this same limit.
(c) Are your results in parts (a) and (b) consistent with the on plane mirrors?
3. The thin glass shell shown has a spherical shape with a radius of curvature of 12 cm and both of its surfaces can act as mirrors. A seed 3.30 mm high is placed 15 cm from the center of the mirror along the optic axis. Calculate the location and height of the image of this seed. Suppose now that the shell is reversed. Find the location and height of the seed’s image.
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4. You are given a spherical mirror and wish to determine its properties. You place an object on its axis, 46.7 cm in front of it, and discover that the mirror creates a virtual image located 14.9 cm from the mirror. Find the
a.Mirrors focal length: ______ cm
b.Mirrors radius of curvature: ______ cm
c.Is the mirror convex or concave?
5.An object is 30.0 cm from a spherical mirror, along the mirror’s central axis. The mirror produces an inverted image with a lateral magnification of absolute value 0.500. What is the focal length of the mirror?
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