Problem: A 1.8 cm thick layer of oil (n = 1.46) floats on top of 33...
Problem: A 1.8 cm thick layer of oil (n = 1.46) floats on top of 33 cm deep water (n = 1.33) in a rectangular bucket. When a laser beam is held at $ = 37 degrees with respect to the surface of the water, its beam enters at the edge of the bucket and strikes the base of the bucket at its center. oil w a. Re-create the figure on your page and draw the path of the light...
A 1.8 cm thick layer of oil (n = 1.46) floats on top of 33 cm deep water (n = 1.33) in a rectangular bucket. When a laser beam is held at « = 37 degrees with respect to the surface of the water, its beam enters at the edge of the bucket and strikes the base of the bucket at its center. oil w a. Re-create the figure on your page and draw the path of the light as...
A layer of olive oil (n = 1.45) floats on top of the surface of some water (n = 1.33). A ray of light hits the olive oil from air with an angle of incidence of 45 ∘∘. At what angle does the light emerge into the olive oil? A ray of light hits the olive oil from air with an angle of incidence of 45 ∘∘. At what angle does the light emerge into the water?
A 5.1-cm-thick layer of oil (n=1.46) is sandwiched between a 1.5-cm-thick sheet of glass and a 2.5-cm-thick sheet of polystyrene plastic (n=1.59). How long (in ns) does it take light incident perpendicular to the glass to pass through this 9.1-cm-thick sandwich? Express your answer in nanoseconds.
A 5.1-cm-thick layer of oil (n=1.46) is sandwiched between a 1.5-cm-thick sheet of glass and a 2.5-cm-thick sheet of polystyrene plastic (n=1.59). Part A How long (in ns) does it take light incident perpendicular to the glass to pass through this 9.1-cm-thick sandwich? Express your answer in nanoseconds.
A 120-cm-thick layer of oil floats on a 140-cm-thick layer of water. Part A What is the pressure at the bottom of the water layer?
A 70-cm-thick layer of oil floats on a 190-cm-thick layer of water. What is the pressure at the bottom of the water layer? ??????: 1.26?5 ?a
A 7.5 cm-thick layer of oil (n=1.46) is sandwiched between a 2.8 cm-thick sheet of glass and a 4.2 cm-thick sheet of polystyrene plastic (n=1.59). How long (in ns) does it take light incident 42 degrees to the normal vector to the glass to pass through this 14.5 cm-thick sandwich?.... i need to know how to figure this problem out with the 42 Degrees to the normal vector, you did the first part but forgot the 42 degrees to normal...
A thin layer of oil (n = 1.20) floats on the surface of a puddle of water (n = 1.33). One part of the oil film appears bright greenish blue, i.e. it strongly reflects light with a wavelength in vacuum of 497 nm. What is the smallest nonzero film thickness of the oil film in this region? 207 nm 550 nm 458 nm 229 nm 357 nm
A thin layer of oil (n = 1.40) floats on the surface of a puddle of water (n = 1.33). One part of the oil film appears bright greenish-blue, i.e. it strongly reflects light with a wavelength in vacuum of 497 nm. What is the smallest nonzero film thickness of the oil film in this region? 207 nm O 89.0 nm 124 nm 249 nm O 178 nm