Express 1 joule in eV. Taking 1a.m.u. `=931 MeV`, calculate the mass of `._6C^12`.
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`1eV=1.602xx10^(-19)"joule"` `:. 1.602xx10^(-19)"joule"=1eV` `1 "joule"=1/(1.602xx10^(-19))eV`, `1 "joule" =6.242xx10^(18)eV` (ii) form `E=mc^2` `m=E/(c^2) :. 1 a.m.u. =(931xx1.602xx10^(-13))/((3xx10^8)^2)` `=1.66xx10^(-27)kg` Now, by defination, mass of `._6C^(12)=12 a.m.u.` `=12xx1.657xx10^(-27)kg=1.99xx10^(-26)kg`
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