Consider a spherical concave mirror of Radius of Curvature .
Consider a ray of light parallel to the principal axis at a distance of from it, strike the mirror and crosses the principal axis at a distance from the pole of the mirror.
Find (Approximately).
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In Δ P M C , sin θ = 1 0 2 = 5 1 ⟹ cos θ = 5 2 4 Now, applying sine rule in Δ P Q C :- C Q sin θ = C P sin 2 θ 1 0 − s sin θ = 1 0 2 sin θ cos θ 1 0 − s 1 = 5 cos θ 1 0 − s 5 = 5 2 4 5 1 0 − s = 2 4 5 1 0 − s = 2 4 2 5 s = 1 0 − 2 4 2 5 = 4 . 9