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In a glass sphere, there is a small bubble 2xx10^(-2)m from its centre, if the bubble is viewed along a diameter of the sphere, from the side on which it lies, how far from the surface will it appear, the radius of glass sphere is 5xx10^(-2)m and refractive index of glass is 1.5? |
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Answer» `2.5xx10^(-2)m` `(mu_(2))/v-(mu_(1))/u=(mu_(2)-mu_(1))/R` Here `mu_(1)=1.5, mu_(2)=1` `u=(5xx10^(-2)xx10^(-2))` `=3xx10^(-2)cm` and `R=5xx10^(-2)cm` `:. 1/v-1.5/(3xx10^(-2))=(1-1.5)/(5xx10^(-2))` `v=2.5xx10^(-2)m`  IMAGE will FORM at a distance of `2.5xx10^(-2)m` to the right of nearer surface. |
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