Two convex lenses, of focal lengths 20 cm and 10 cm,
respectively are separated by a distance of x cm. If a
parallel beam of light remain parallel after refraction
through both the lenses find x.
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For the final image to be at infinity, the image formed by the first lens (focal length = 20 cm) should be at the focus of the second lens (focal length = 10 cm).
For first lens
Image distance, v = (x−10) cm
Object distance, u = ∞
Focal length, f1 = 20 cm
Applying lens maker's formula, we get
1v−1u=1f11x−10−1∞=120⇒1x−10=120⇒x=30 cm
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