Learning Goal: To become familiar with using the image of one instrument as the object of the next and tracing rays through a system of multiple instruments. Multiple optics relers to any system of more than one optical instrument through which light passes. Most devices related to optics, such as cameras, microscopes, and telescopes, contain multiple optics systems. In multiple optics, the image of one optical instrument becomes the object of the next one. Thus, in multiple optics problems, you need to find the image created by the first optical instrument that the rays encounter. Then, you wit use that image as the object of the next optical instrument, repeating this pattern untal you have followed the rays all the way through the system. It is very important to be alent to the geometry and to signs when you find the object distance for one instrument from the location of the previous instrument's image. Sometimes, the image is formed on the virtual side of the instrument, leading to a virtual object. This may sound strange, but in practice, is effect on your calculations is simply to make the object distance negative instead of positive. Several optical instruments are placed along the
xaxis, with their axes aligned along the
xaxis. A plane mirror is located at
x=0. A converging lens with focal length 5.00 m is located at
x=12.5m. An object is placed at
x=22.5m. In order to find the location of the final image of the object formed by this system, you will need to trace the rays trrough the system, instrument by instrument. You are strongly advised to draw a picture with the
xaxis and the location of the lens. minror, and object marked. Then, as you proceed trough the problem, you can mak where each image is breted Part A First, find the location of the image created by the lens by itself (as if no other instuments were prosent. Express your answer in meters, to three significant figures, or as a fraction. View Kivaliable Hina(s)
x=
?
?Incorrect; Try Again; 4 attempts remaining Part B Complete previous part(s) . Part C Complete previous part/is) Part D Compl Spotify
5part(8)