here the ray striking the mirror at (90-55)=35 with surface of first. So, reflection as angle with surface of first is 35 ( laws of reflection). From the triangle, striking angle with surface of second mirror is (180-119-35)= 26. There fore angle of incidence to the second mirror is (90-26)= 64. So, reflection angle is also 64 with the second mirror.
The reflecting surfaces of two mirrors form a vertex with an angle of 119°. If a...
Calculate the angle ?. Answer in units of ? . The reflecting surfaces of two intersecting flat mirrors are at an angle of 53 degree, as shown in the figure. A light ray strikes the horizontal mirror at an angle of 53 degree with respect to the mirror's surface.
Two plane mirrors are positioned so that the angle between the reflecting surfaces is θ = 100ᵒ. Light is incident on one of the mirrors with and angle of β = 40ᵒ relative to the normal to that mirror’s surface. The light goes from the first mirror surface to the second mirror surface. At what angle, relative to the normal to the second surface, does the light leave the second mirror surface? Show your work on a ray diagram.
Two plane mirrors intersect at an angle of 0-50.2 degrees, as shown below. A light ray is incident on one of the mirrors at an angle of a = 24 degrees. Calculate the angle φ between the incident and outgoing rays. 100.4° Submit Answer You have entered that answer before Incorrect. Tries 4/8 Previous Tries
Consider two large, plane mirrors placed upright and making an angle of 62.4 degrees with each other. If a horizontal ray of light is incident on one mirror at an angle of incidence of 30.6 degrees, what is the angle of reflection for the ray after it is reflected from both mirrors? Calculate the answer in degrees and rounded to three significant figures. Do not round until the end
As shown in the figure, the angle between two plane mirrors (M1 and M2) is 125°. If the incident ray strikes mirror M1 with an angle of incidence ?1i = 50°, determine the angle of reflection ?2r for mirror M2.
1a The figure below shows two perpendicular front-reflecting mirrors. A ray of light is incident on the vertical mirror at o; = 15.8°. e Calculate the angle of reflection or off of the horizontal mirror. er = B Optically active molecules have the property of rotating the direction of polarization of linearly polarized light. Many biologically important molecules have this property, some causing a counterclockwise rotation (negative rotation angle), others causing a clockwise rotation (positive rotation angle). For example, a...
A=18 B=16 Consider a light ray undergoing a double reflection from two mirrors forming an angle f = (A +90) (degrees) between them, as shown in the attached figure. If the angle of incidence of the light ray is 0,= (B + 35)° (degrees), find the angle of reflection off the second mirror, O.. Give your answer in degrees and with 2 significant figures. Do NOT post your work, just your answer. Your answer is either marked 'good', if it...
s. (8 pts) Two flat rectangular mirrors are set edge to edge and placed perpendicular to a flat nonreflecting surface. The edges of the two mirrors meet at a 60° angle. A light ray that approaches mirror I is parallel to mirror 2. After that light ray is reflected from mirror 1 it then approaches mirror 2 with an angle of incidence: b. 25 a, o". c. 40° d. 65° e. none of the above. s. (8 pts) Two flat...
Two mirrors make an angle of 600 with each other. A ray of light is incident on the first mirror at an angle 400. Draw a ray diagram to find out the angle of reflection from the second mirror. You must determine the normal from which to measure.
The refractive index of a transparent material can be determined by measuring the critical angle when the solid is in air. If Oc= 40.4º what is the index of refraction of the material? 1.54 You are correct. Previous Tries A light ray strikes this material (from air) at an angle of 37.2° with respect to the normal of the surface. Calculate the angle of the reflected ray (in degrees). 23.07 Submit Answer Incorrect. Tries 3/20 Previous Tries Calculate the angle...