A biconvex lens with its two faces of equal radius
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Explanation:
1/f=(n-1)(1/R1+1/R2)
n=1.5
R1=R2=R
1/f=(1.5-1)(1/R+1/R)
1/f=(0.5)(1+1/R)
1/f=1/2(2/R)
1/f=1/R
f=R
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