The eyepiece of a compound microscope has a focal length of 2.72 cm and the objective has a focal length of 0.757 cm. If an object is placed 0.807 cm from the objective lens, calculate a. the distance L between the lenses when the microscope is adjusted for a relaxed eye, and 5 L = cm abc sin(x) Ox10 Submit Reset Reset AllFirst find the position of the image formed by the objective lens. A relaxed eye sees distant objects clearly. The image formed by the objective lens acts as the object for the eyepiece lens. Where should this 'object' be so its image (formed by the eyepiece lens) is at infinity? b. the total angular magnification. Assume a normal eye with a near point of 25 cm. OC VO M = abc sin(x) Ox10 Submit Reset Reset All The total angular magnification is the product of the lateral magnification of the objective lens and the angular magnification of the eyepiece lens, which functions as a simple magnifier. See Section 34-9