A. `f_(o) = 45 cm and f_(e) = -9cm`
B. `f_(o) = -7.2 cm and f_(e) = 5 cm`
C. `f_(o) = 50 cm and f_(e) = 10 cm`
D. `f_(o) = 30 cm and f_(e) = 6 cm`
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Correct Answer – D
(d) In this case, `abs(m)=f_(0)/(f_(e))=5`
and the length of telescope = `f_(0)+f_(e)=36`
On solving Eqs. (i) and (ii), we get
`f_(e)=6 cm, f_(0)=30 cm`
Correct Answer – D
Here, Angular magnification of telescope
`= (f_0)/(f_e) = 5`,
`:. f_0 = 5 f_e` …(i)
Now, `f_0 + f_e = 36 cm` ….(ii)
On solving (i) and (ii), we get
`5 f_e + f_e = 36 cm`
`f_e = 6 cm, f_0 = 30 cm`.
Correct Answer – D
In this case, `|m|=(f_(o))/(f_(e ))=5` …..(i)
and length of telescope `= f_(o)+f_(e )=36` …..(ii)
On solving Eqs. (i) and (ii), we get
`f_(e )=6 cm, f_(o)=30 cm`