A Galilean telescope is 27 cm long when focussed to form an image at infinity. If the objective has a focal length of 30 cm, what is the focal length of the eyepiece?
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Given:
Focal length of the objective, fo = 30 cm
Length of the tube, L = 27 cm
Now,
L = fo-fe
In a Galilean telescope, the eyepiece lens is concave.
Thus, we have:
fe = fo – L = 30 – 27 = 3 cm
Answered by
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Solution :-
. For the given Galilean telescope,
(When the image is formed at infinity)
F base 0 = 30 cm,
L = 27 cm
Since L = f
base 0 – |f base e|
[Since, concave eyepiece lens is used in Galilean Telescope]
⇒ f base e
= f base 0 – L
= 30 – 27
= 3 cm
. For the given Galilean telescope,
(When the image is formed at infinity)
F base 0 = 30 cm,
L = 27 cm
Since L = f
base 0 – |f base e|
[Since, concave eyepiece lens is used in Galilean Telescope]
⇒ f base e
= f base 0 – L
= 30 – 27
= 3 cm
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