how many images are formed when 2 mirrors are placed edge to edge at an angle of 60 degrees

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Solution

Dear Student ,
Number of images formed = $n = \frac{360 °}{θ} - 1$
$a . N o w w h e n θ = 0 ° t h e n, n = \frac{360 °}{0} - 1 = \infty b . W h e n θ = 90 ° t h e n, n = \frac{360 °}{90 °} - 1 = 3 c . W h e n θ = 60 ° t h e n, n = \frac{360 °}{60 °} - 1 = 5$
Regards

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how many images are formed when 2 mirrors are placed edge to edge at an angle of 60 degrees

Dear Student , Number of images formed = n=360°θ-1 a . Now when θ=0° then , n=360°0-1=∞b.When θ=90° then ,n=360°90°-1=3c. When θ=60° then ,n=360°60°-1=5 Regards

Dear Student ,
Number of images formed = $n = \frac{360 °}{θ} - 1$
$a . N o w w h e n θ = 0 ° t h e n, n = \frac{360 °}{0} - 1 = \infty b . W h e n θ = 90 ° t h e n, n = \frac{360 °}{90 °} - 1 = 3 c . W h e n θ = 60 ° t h e n, n = \frac{360 °}{60 °} - 1 = 5$
Regards