a point source is located at a distance of 20cm from the front surfaceof a gllass bi convex lens.the lens has thickness of 5 cm. the refractive index of glass is 1.5. the distance of image formed by it from the rear surface of this lens is
kvnmurty:
you need to give the radii of curvature of the surfaces of the lens
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We need the radii of surfaces of lens R1 and R2. I am giving the formulas and the procedure here. So follow these steps.
1) Formulas:
Back Effective focal length to focus F' = B EFL = f ' (+ve)
Effect focal length in front of the front surface = EFL = f (-ve)
R1 = +ve R2 = -ve
Thickness of the lens = d
μ = refractive index of the lens wrt air (medium) around the lens on both sides
Frontal focal length (distance) from surface to Focus F = FFL = -ve
Back Focal length (distance) from back surface to Focus F' = BFL = + ve
2. Given values:
Given R1 = R2, d = 5 cm, μ = 1.5 , u = - 20 cm
3. Procedure:
1) Find f = f'
2) Then find v from the formula 1/f = 1/v - 1/u
3) From v now subtract (f' - BFL) to get the distance of image from the rear surface. This value of (f ' - BFL) or (f - FFL) may be close to d/2.
1) Formulas:
Back Effective focal length to focus F' = B EFL = f ' (+ve)
Effect focal length in front of the front surface = EFL = f (-ve)
R1 = +ve R2 = -ve
Thickness of the lens = d
μ = refractive index of the lens wrt air (medium) around the lens on both sides
Frontal focal length (distance) from surface to Focus F = FFL = -ve
Back Focal length (distance) from back surface to Focus F' = BFL = + ve
2. Given values:
Given R1 = R2, d = 5 cm, μ = 1.5 , u = - 20 cm
3. Procedure:
1) Find f = f'
2) Then find v from the formula 1/f = 1/v - 1/u
3) From v now subtract (f' - BFL) to get the distance of image from the rear surface. This value of (f ' - BFL) or (f - FFL) may be close to d/2.
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