(a) Consider a system of one diverging lens and one concave mirror as show in the right figure. Find the location (z-coordinate), height, and orientation (upright or inverted) of the final image. Is the final image real or virtual?

College Physics
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Chapter1: Units, Trigonometry. And Vectors
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Problem 2:
(a) Consider a system of one diverging lens and
one concave mirror as show in the right figure. Find
the location (z-coordinate), height, and orientation
(upright or inverted) of the final image. Is the final
image real or virtual?
f = -10cm
f = 10cm
h = 1cm
z = -10cm
(b) A light beam traveling through a space with
index of refraction n1 enters a rectangular prism
with index of refraction n2 > n¡ at an angle a > 0
2 = 0
2 = 15cm
through one of the sides. After refracting at angle
B, the beam hits a neighboring side at an angle y. Show that if 2 > V2, then total internal reflection
always occurs, regardless of the angle a > 0. See the figure below.
ni
Transcribed Image Text:Problem 2: (a) Consider a system of one diverging lens and one concave mirror as show in the right figure. Find the location (z-coordinate), height, and orientation (upright or inverted) of the final image. Is the final image real or virtual? f = -10cm f = 10cm h = 1cm z = -10cm (b) A light beam traveling through a space with index of refraction n1 enters a rectangular prism with index of refraction n2 > n¡ at an angle a > 0 2 = 0 2 = 15cm through one of the sides. After refracting at angle B, the beam hits a neighboring side at an angle y. Show that if 2 > V2, then total internal reflection always occurs, regardless of the angle a > 0. See the figure below. ni
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