A tank holds a layer of oil, of thickness To = 1.43 m, that floats on a layer of syrup of thickness Ts = 0.640 m, as shown in the figure. Both liquids are clear air 2.00 m oil and do not mix together. A light ray originating at the bottom of the tank at point P crosses the oil-syrup interface at a point 0.900 m from the axis. The ray continues and arrives at the oil-air interface, 2.00 m to 10.90 m syrup T the right of P and at the critical angle. Mark the critical angle of the light ray at the oil-air interface. Calculate this a) angle.
A tank holds a layer of oil, of thickness To = 1.43 m, that floats on a layer of syrup of thickness Ts = 0.640 m, as shown in the figure. Both liquids are clear air 2.00 m oil and do not mix together. A light ray originating at the bottom of the tank at point P crosses the oil-syrup interface at a point 0.900 m from the axis. The ray continues and arrives at the oil-air interface, 2.00 m to 10.90 m syrup T the right of P and at the critical angle. Mark the critical angle of the light ray at the oil-air interface. Calculate this a) angle.
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![A tank holds a layer of oil, of thickness To =
air
2.00 m
1.43 m, that floats on a layer of syrup of thickness Ts =
0.640 m, as shown in the figure. Both liquids are clear
and do not mix together. A light ray originating at the
bottom of the tank at point P crosses the oil-syrup
interface at a point 0.900 m from the axis. The ray
continues and arrives at the oil-air interface, 2.00 m to
the right of P and at the critical angle.
oil
T.
10.90 m
syrup
T
P
a)
angle.
Mark the critical angle of the light ray at the oil-air interface. Calculate this](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F24d88186-9c91-433e-824b-51b3a50e3543%2F79bf059d-5604-4731-b290-b31b77a20458%2F3i1ng4t_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A tank holds a layer of oil, of thickness To =
air
2.00 m
1.43 m, that floats on a layer of syrup of thickness Ts =
0.640 m, as shown in the figure. Both liquids are clear
and do not mix together. A light ray originating at the
bottom of the tank at point P crosses the oil-syrup
interface at a point 0.900 m from the axis. The ray
continues and arrives at the oil-air interface, 2.00 m to
the right of P and at the critical angle.
oil
T.
10.90 m
syrup
T
P
a)
angle.
Mark the critical angle of the light ray at the oil-air interface. Calculate this
![What is the index of refraction of the syrup?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F24d88186-9c91-433e-824b-51b3a50e3543%2F79bf059d-5604-4731-b290-b31b77a20458%2F20eq80b_processed.jpeg&w=3840&q=75)
Transcribed Image Text:What is the index of refraction of the syrup?
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