The figure below shows the path of a beam of light through several layers with different indices of refraction. (Assume n4 = 1.10.)
(a) If θ1 = 32.0°, what is the angle θ2 of the emerging beam?
(b) What is the smallest incident angle θ1 to have total internal reflection at the surface between the medium with n = 1.20 and the medium with n4 = 1.10?
a)
given
n4 = 1.10
if θ1 = 32 degrees
from the relation
n1sin θ1 = n2sin θ2
θ2 = sin^-1(1.6*sin32/1.1) = 50.425 degrees
b)
θ1 = sin^-1(1.10*sin90/1.60) = 43.4 degrees
The figure below shows the path of a beam of light through several layers with different...
The figure below shows the path
of a beam of light through several layers with different indices of
refraction. (n4 = 1.00)
(a) If θ1 = 31.0°, what is the angle θ2 of the emerging beam?
°
(b) What must the incident angle θ1 be in order to have total
internal reflection at the surface between the medium with n = 1.20
and the medium with n4 = 1.00?
The figure shows the path of a beam of light through several
layers with different indices of refraction. (a) If θ1 =
40.0°, what is the angle θ2 of the emerging beam? (b)
What must the incident angle θ1 be in order to have
total internal reflection at the surface between the medium with n
= 1.33 and the medium with n = 1.00
n = 1:53 n = 1.40 n=1.33 02 n = 1.00
The
figure below shows the path of a light beam through several slabs
with different indices of refraction. (n4 = 1.06)
The figure below shows the path of a light beam through several slabs with different indices of refraction. (n4 1.06) n1.60 1.40 1.20 (a) If 01 33.0°, what is the angle 02 of the emerging beam? (b) What must the incident angle 01 be to have total internal reflection at the surface between the medium with n 1.20 and...
- (-13 Points) DETAILS The figure below shows the path of a beam of light through several layers with different indices of refraction. (Assumen - 1.06.) n=1.60 1.10 1.20 (b) if 8, -20.00, what is the angle of the emerging beam? (b) What is the smallest incident angle 0, to have total internal reflection at the surface between the medium with n - 1.20 and the medium with n - 1.067 Submit Answer
Question 4 10 pts The figure below shows the path of a light beam as it travels through several slabs with different indices of refraction. Calculate the minimum value of the incident angle, such that total internal reflection occurs at the surface between the n-1.20 and n-1.00 materials. n=1.60 n = 1.40 n = 1.20 n=1.00
A beam of light in the air strikes the surface of a transparent medium at an angle of incidence equal to θ1, where sin θ1 = 3/5. If the speed of light through this transparent medium is v = (5/3) × 108 m/s, then what is the value of sin θ2, where θ2 is the angle of refraction? A. sin θ2 = 25/27 B. sin θ2 = 1/3 C. sin θ2 = 1/4 D. sin θ2 = 4/9 E. sin...
Please provide an explanation
for the answer, thank you!
A ray of light is incident at the center of the flat circular surface of a hemispherical glass object as shown in the figure. The refracted ray: Normal IncidentReflected ray I ray Wavefront Air Glass Interface Refracted rav A. does not emerge from the glass due to total internal reflection. B. emerges from the glass and continues in the same direction as the refracted ray because the beam is perpendicular to...
REFLECTION AND REFRACTION OF LIGHT t incident on a reflecting surface. Add the reflected ray to the figure and Figure label 8.3 shows a ray of light on the angles of incidence and reflection. reflecting surface Figure 8.3 Under what conditions is the angle of refraction greater than the angle of incidence? 2. A light ray is incident on a plane interface between two media. The ray makes an incident angle with the normal of 25.0° in a medium whose...
a
mirror is placed perpendicular to a swimming pool water surface. a
narrow beam of light incident on the mirror is reflected on the
mirror & then it follows the path shown in the figure . the
angle of incidence on the mitror is θi= 36.7° . find the length (a)
angle of the incidence θ2 on water surface; (b) the angle of
refraction θ3 in water . (nAir = 1 and nWater= 1.33)
(a) θ2= _______
(b) θ3=_______
mirror...
The diagram below shows a beam of light shining through three
linear polarizers in a row. The polarizing axis of each polarizer
is measured at an angle (ϴ1,ϴ2,ϴ3) from vertical.
Suppose that the original beam of light emanates from a
vertically polarized laser. The laser has a power output of 1 mW
and the beam has a diameter of 2 mm. What is the intensity of the
laser beam before it travels through any polarizers?
Calculate the final intensity of...