A matchstick is placed in front of a convex lens having focal length 'f'. What is the distance of the matchstick from the lens if size of real image formed is 'n' times the size of the matchstick?

Solution
m =-vu =IO =n  (As image is real)v =-nu1f =1v-1u =-1nu-1u1f =-1-nnuf =-nu(n+1)u=-f(n+1)nSo distance is f(n+1)n

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