Could you please help me to solve Second first question THDue: 10th Aug. 202201) A ray of light is incident on a piece of glass at an angle of 45.0°. If the angle of refraction is25.37°, find (a) the refractive index and (b) the critical angle (c) Solve graphicallyEPHY2012 OPTICSTutorial 1 (Geometrical Optics)Department of Physics, University of Sri Jayewardenepura02) A hollow glass cell is made of thin glass in the form of an equiconcave lens. The radii of the twosurfaces are 1.650 cm, and the distance between the two vertices is 1.850 cm. When sealedairtight, this cell is submerged in water of index 1.3330. Calculate (a) the focal lengths of eachsurface and (b) the power of each surface.03) Three lenses with focal lengths of +8.40, -4.60, and +6.20 cm, respectively, are located onebehind each other in this order and 2.0 cm apart. (a) If parallel light is incident on the first lens,how far behind the third lens will the light be brought to a focus? (b) Draw a scale diagram.04) A glass lens with radii r₁= + 3.0 cm and r₂ = + 3.0 cm has an index of 1.60, and a thickness of 3.0cm. It is placed in the end of a tank so that air is in contact with face r₁ and a transparent oil ofindex 1.30 is in contact with face r2, Find (a) the primary and secondary focal lengths and (b) thepower of the system as a lens. Calculate the positions of (c) focal points, (d) principal points, and(e) nodal points.=05) A lens 4.50 cm thick has an index of 1.720 and radii r = -6.0 cm and r₂ = -12.0 cm. If the secondsurface is silvered, find (a) the power, (b) the focal length, (c) the position of the principal point,and (d) the position of the focal point.|||06) A single spherical surface is ground and polished on the end of a large cylindrical glass rod ofindex 1.82500. The radius of curvature r= + 8.0 cm. The rod is immersed in a thin oil of index1.35600. Find the axial distances (s'), for parallel incident rays at a height of (a) 6.0 cm, (b) 4.0cm, (c) 2.0 cm, and (d) 0 cm. Solve graphically and by calculation.O

Given that, The radius of the two surfaces are 1.650cm The distance are 1.850cm The refractive index…

A hollow glass cell is made of thin glass in the form of an equiconcave lens. The radii of the two surfaces are 1.650 cm, and the distance between the two vertices is 1.850 cm. When sealed airtight, this cell is submerged in water of index 1.3330. Calculate (a) the focal lengths of each surface and (b) the power of each surface.

A hollow glass cell is made of thin glass in the form of an equiconcave lens. The radii of the two surfaces are 1.650 cm, and the distance between the two vertices is 1.850 cm. When sealed airtight, this cell is submerged in water of index 1.3330. Calculate (a) the focal lengths of each surface and (b) the power of each surface.