An aquarium is filled with water to a height of h 7.5 cm. A ray of light passes through the air above (n1 down into the water (n2 01 = 24°. It reflects off the bottom surface of the glass and 1.00) and 1.33) with an angle of incidence A travels upward back toward the water-air boundary. When this ray of light emerges from the water and back into the air, how far will it be from the point where it first entered the water?

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An aquarium is filled with water to a height of h
A ray of light passes through the air above (n1
down into the water (n2
01 = 24°. It reflects off the bottom surface of the glass and
travels upward back toward the water-air boundary. When
7.5 cm.
1.00) and
1.33) with an angle of incidence
A
this ray of light emerges from the water and back into the air,
how far will it be from the point where it first entered the
water?
Transcribed Image Text:An aquarium is filled with water to a height of h A ray of light passes through the air above (n1 down into the water (n2 01 = 24°. It reflects off the bottom surface of the glass and travels upward back toward the water-air boundary. When 7.5 cm. 1.00) and 1.33) with an angle of incidence A this ray of light emerges from the water and back into the air, how far will it be from the point where it first entered the water?
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