Question

A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , ) Check

Name: A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , ) Check
Uploaded: 2023-01-13T06:12:35-08:00
Duration: 2 min 14 s
Channel: Melissa Munoz
Description: A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , ) Check

          A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , ) Check

A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , ) Check

Added by Stacy S.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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A light ray with direction vector v = (1, -2, -4) arrives from above and gets reflected off of the xy-plane (which acts like a mirror). Then the direction vector of the reflected ray is: w = ( , , ) Subsequently, the reflected light ray gets reflected off of the xz-plane (which also acts like a mirror). Now, the direction vector of the reflected light ray is: x = ( , , )