If a person stands between two plane mirrors inclined at an angle of 60°, then how many images will he see?
If a person stands between two plane mirrors inclined at a 60° angle, they will see five images of themselves. This occurs because each mirror reflects the person’s image from the other mirror, resulting in multiple reflections and images due to the mirror arrangement.
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When a person stands between two plane mirrors inclined at a 60° angle, they will see five images of themselves (C). The angle of 60° between the mirrors facilitates the creation of multiple reflections. The person’s image is reflected in the first mirror and then reflected again in the second mirror. This process continues, with each mirror reflecting the image formed by the other mirror. Specifically, the person sees their original image, two additional images from the first set of reflections (totaling three images), and then two more images from the second set of reflections (totaling five images). This symmetrical arrangement and the reflective properties of the mirrors lead to the formation of multiple distinct images of the person, illustrating the principle of multiple reflections in an angled mirror configuration. Adjusting the angle between mirrors affects the number and positioning of these images, demonstrating the dynamic interaction of light in reflective environments.