A convex lens of focal length x is put in contact with a concave lens of focal
length y. The equivalent focal length of the combination is
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Given , focal length of convex lens f1=f and focal length of concave lens, f2=−f
The focal length of combination, when two lenses are in contact is given by
1f=1f1+1f2 ……(i)
Subsitiuting given value in Eq.(i) , we get
rARr 1f=1f−1f=0⇒f=∞
Hence , the equivalent focal lenght of the combintions is infinity.
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