What is the formula to find number of images formed when two plane mirror are inclined at an angle?

Answer 1

The number of images of an object placed between two mirrors inclined at an angle is give by:
Number of images= (360/ angle of inclination)-1

Answer 2

The formula for finding this is : - n=360/x or n=360/x - 1, where n is the no. of images, x is the angle of inclination between the two mirrors & n is always an odd integer.

For example: if the angle between the two mirrors is 30 degrees, n=360/30 - 1= 12-1 = 11

Answer 3

Because of the 0° angle, the mirrors will have be parallel.

The mirrors will reflect each other and their reflections.

Since they will reflect every reflection in the other mirror, you may say that there will be an infinite amount of reflections.

Good luck!

Answer 4

it depends on the angle which the pane is in so you must know the angle to get the exact number of images

Answer 5

360/the angle of inclination-1= the number of multiple images formed.