Can I get the answers for these Optics problems? could you also include diagrams with the answers if it's possible.

Textbook:

Optics - Eugene Hecht, 5th edition, Pearson

link for textbook: https://emineter.wordpress.com/wp-content/uploads/2020/04/hecht-optics-5ed.pdf

Reference: Modern Optics - Robert Guenther, John Wiley and Sons (or any basic optics book would do).

1. A thick biconvex lens in air has an index of 1.810 and a thickness of 3.00 cm. Magnitudes of first and second radius of curvatures are 11.0 cm and 120 cm, respectively. Determine its system matrix A. b. What is the focal length of the lens? c. How far are the Principal planes from the corresponding vertices? d. What are the front and back focal lengths? e. If the object is located at 2 em from the front vertex, what will the image be formed? f. What will be the size of the image if the object is 1 cm? 5. Polarimetry is an instrument that uses rotation of polarized light to estimate the concentration of a solution. Certain compounds such as sugar solution rotates the plane of polarized light. The phenomenon is called optical rotation and such substances optically active compounds. Jones matrix of certain sugar solution is an optically given by 1 n+v3 -1+43 2WZI1 -3 1443 a. Determine the polarization of the emerging light if the incident beam is a horizontal P-state. b. Determine the polarization of the emerging light if the incident beam is a vertical P-state. . Determine the angle of rotation produced by the optically active material. 6. Determine the state of polarization of the wave E(z,t) = E [icos (kz wt) + | sin (kz wt)] 8. Two ideal linear sheet polarizers are arranged with respect to the vertical with their transmission axis at 10 and 60, respectively. If a linearly polarized beam of light with its electric field at 40 enters the first polarizer, what fraction of its irradiance will emerge