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Two mirros are inclinded by an angle `30^(@)`. An object is placed `10^(@)` with the mirror `M_(1)`. Find the positons of first two images formed by e

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Two mirros are inclinded by an angle `30^(@)`. An object is placed `10^(@)` with the mirror `M_(1)`. Find the positons of first two images formed by each mirror. Find the total number of images using (i) direct formula and (ii) counting the images.
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Figure is self expantory/
Number of images
(i) Using direct formula : `(360^(@))/(30^(@)) = 12` (even number)
`:.` Number of images `= 12 - 1 = 11`
(ii) By counting See the folloiwng table
image
image
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