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The refracting angle of a glass prism is `60^@` and `mu` of its material is `1.45`. Calculate angle of incidence at the first that will just reflect internaly the ray at the second face. |
Answer» Correct Answer - `24.2^@` Here, `A = 60^@, mu = 1.45, i_1 = ?` From `mu = (1)/(sin C)`, `sin C = (1)/(mu) = (1)/(1.45) = 0.6897` `C = sin^-1 (0.6897) = 43.6^@` For total internal reflection at `2 nd` face of prism, `r_2 = C = 43.6^@` From `r_1 +m r_2 = A`, `r_1 = A - r_2 = 60^@ - 43.6^@ = 16.4^@` From `mu = (sin i_1)/(sin r_1)`, `sin i_1 = mu sin r_1 = 1.45 xx sin 16.4^@` =`1.45 xx 0.2823 = 0.4093` `:. i_1 = sin^-1 (0.4093) = 24.2^@`. |
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