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(B) When two plane mirrors are placed at an angle $	heta$ to each other,the images formed by an object placed between them lie on a circle.The center

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Circle

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(B) When two plane mirrors are placed at an angle $	heta$ to each other,the images formed by an object placed between them lie on a circle.The center of this circle is the point of intersection of the two mirrors.For $	heta = 90^o$,the number of images formed is $n = (360^o / 90^o) - 1 = 4 - 1 = 3$.These $3$ images are located at the vertices of a square (with the object and the intersection point forming the other vertices),all lying on a circle centered at the intersection point of the mirrors.

Images formed by an object placed between two plane mirrors whose reflecting surfaces make an angle of $90^o$ with one another lie on

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