Question: The thin composite lens has | R _ ( 1 ) | = R and | R _ ( 2 ) | = ( R

The thin composite lens has |R_(1)|=R and
|R_(2)|=(R)/(2), as shown in the figure.
The lens has focal length
f=(n_(2))/(n_(1)-n_(2))R.
f=(n_(1))/(2(n_(2)-n_(1)))R.
f=(n_(2))/(n_(2)-n_(1))R.
f=(n_(1))/(n_(1)-n_(2))R.
f=(n_(1))/(n_(2)-n_(1))R.
f=(n_(1))/(2(n_(1)-n_(2)))R.
f=(n_(2))/(2(n_(2)-n_(1)))R.
f=(n_(2))/(2(n_(1)-n_(2)))R.
f=(n_(1))/(4(n_(2)-n_(1)))R.
f=(n_(1))/(4(n_(1)-n_(2)))R.
The thin composite lens has | R _ ( 1 ) | = R and

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