in the diagram shown, object is moving parallel to mirror(2). what is the relative velocity of the image in mirror (1) with recpect to the image in the mirror (2)? The mirror (1) forms an angle (beta)-B with the vertical.
a-2VSIN^2B
b-2VSINB
c-2V/SINB
d-NONE
Answers
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Answer:
b-2VSINB
Explanation:
A replicate is described as reflecting floor and may be defined through the regulation of mirrored image, which states that after a ray of mild is made to fall at the reflecting floor, the contemplated ray has its attitude of mirrored image, incident ray, and the contemplated ray are ordinary to the floor at a factor of incidence.
The key issue is a clean floor, due to the fact hard surfaces scatter mild in preference to reflecting it. When photons — rays of mild — coming from an object (your smiling face, for example) strike the clean floor of a replicate, they get better on the equal attitude. Your eyes see those contemplated photons as a replicate photo.
mirrors are in which mild may be contemplated and reconvened to shape images. Two special forms of replicate are concave and convex replicate with special properties. Two forms of photo fashioned through mirrors are actual photo and digital photo.
The regulation of mirrored image says that after a ray of mild hits a floor, it bounces in a positive way, like a tennis ball thrown in opposition to a wall. The incoming attitude, referred to as the attitude of incidence, is continually same to the attitude leaving the floor, or the attitude of mirrored image.
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